UWA Papers on Agricultural Extension and
Adoption and Diffusion of Innovations in Agriculture

Does extension pay?
A case study of the adoption of lupins in Western Australia

Sally P. Marsh, David J. Pannell and Robert K. Lindner

Agricultural and Resource Economics, The University of W.A., Nedlands, 6907

Abstract

There is little empirical evidence available about the net economic benefits of agricultural extension. In this study we examine regional differences in the adoption of lupins in Western Australia, in order to estimate the influence of different levels of extension on the pattern of adoption. Differences in the starting time, rate and ceiling level of adoption for 40 shires were analysed using multi-variate regression analysis. The results suggest that both public and private extension activities influenced the start time of the adoption process for lupins, but not the rate or final ceiling level of adoption. These were largely influenced by variables directly related to profitability. Economic benefits of extension, as quantified by the statistical analysis, were combined with costs of extension estimated from public sector records and surveys of private sector extension agents and used to estimate the net present value of extension investments by the public and private sectors in the study area.

1. INTRODUCTION

The adoption of innovations, when the benefits of research and accompanying innovation are realised, is recognised as the last stage in the process of technical change. The private or public funds used to sponsor research, and the accompanying generation of innovations, is an unrealised investment until the innovation is adopted. This fact, and the crucial role of adoption in determining the rate of technical progress, has meant that researchers working in a range of diverse fields have been interested in determining the factors that affect the adoption and diffusion of innovations.

The focus of much of the literature has been on a debate between economists and sociologists, who have claimed varying degrees of importance on the influence of economic and sociological factors on the adoption process. This debate stems back to the classic exchanges between Griliches (1960) and Havens and Rogers (1961). The importance of relative profitability in influencing adoption is now widely accepted (Ruttan, 1977; Lindner, 1987; Jansen, 1992; Feder and Umali, 1993), but the importance that can be ascribed to individual adopter characteristics is still a disputed issue (Rogers, 1983; Feder et al., 1985; Lindner, 1987).

The effect of extension on adoption has also been a subject of interest. Around the world, considerable funds are invested by governments, aid bodies and agribusiness in extension. For example, Huffman and Evenson (1993) and Knutsen and Outlaw (1994) estimate that in excess of $1000 million is spent annually on agricultural extension by Government agencies in the U.S. Maalouff et al. (1991) make an estimate of $6 billion a year (and 600,000 extension workers) spent on servicing the extension needs of U.S. farmers in 1991. The involvement of the World Bank in funding Green World technology in developing countries has resulted in studies which attempt to directly evaluate the effectiveness of extension services to farmers in these countries (Feder et al., 1987; Polson and Spencer, 1991; Hussain et al., 1994).

There is considerable evidence suggesting that the returns to research investments are high (Evenson et al., 1979; Edwards and Freebairn, 1981; Huffman and Evenson, 1993). There is, however, less consensus on the size of returns to extension investments. Those studies that have been conducted (Huffman, 1978; Feder et al., 1987) have yielded equivocal results, with internal rates of return estimated in the range zero to as high as 110%. A review by Evenson and Kislev (1975) suggested that overall returns from extension are approximately the same as those from research, while Huffman (1978) concluded that past studies showed that returns to extension investments were "modest, or better". A more recent study by Huffman and Evenson (1993) estimated rates of return to public extension investments in the U.S. between 1950 and 1982 at 20 percent overall, ranging from 40 percent in the crop sector to negative returns in the livestock sector. This overall rate of return was approximately half of those estimated for both public and private sector research and development.

Returns to research and extension have been measured using two different approaches. The most widely used technique is that pioneered by Griliches (1960) which involves the estimation of an agricultural production function and uses regression analysis to partition the contribution of research, thus measuring the marginal productivity of research. The second technique involves the calculation of economic surplus by estimating the long-run supply curve, and uses cost-benefit analysis to measure the average productivity of research.

Research which has focussed on the economic benefits of extension suffers from methodological flaws, the most serious of which has been an inability to disaggregate the effects of extension from contributions to productivity from other sources, notably from research and human capital (Huffman, 1978; Norton et al., 1984; Huffman and Evenson, 1993). Additionally, there are difficulties associated with assessing both extension expenditure, and output resulting from those expenditures. As concluded by Baxter et al. (1989):

"No government or public extension service is readily able to indicate the total recurrent and capital cost of its extension operations. Even when approximations can be made, there remain legitimate questions about which parts of an agricultural service system as a whole, and its administration, constitute 'extension' expenditure. Without such information, it is difficult to justify unequivocally different levels of investment in extension or to present definitive statements on the cost of one extension approach in comparison to others, even assuming that the different objectives of, and approaches to, extension would allow valid comparisons." (p 51)

The rates of return to investments in extension activities in Australia have not been documented, and there have been few studies elsewhere. Despite this, there is a world-wide trend towards the privatisation of agricultural extension services (Rivera and Gustafson, 1991), exemplified locally by recent developments in New Zealand and Tasmania, and, to a lesser extent, in the other Australian states. This trend appears related to factors such as the declining relative importance of agriculture in the economy, budget pressures on governments, and privatisation policies for services seen to have relatively high "private-good" characteristics.

The re-introduction of lupins into Western Australian farming systems in 1979 and their subsequent adoption provided an ideal framework for a temporal diffusion study designed to investigate the influence of extension activities on the adoption process. The research and development work associated with this new crop was largely confined to W.A., which meant that the effect of external influences could be considered minimal . Information about the productive capabilities of lupins, their role in the Western Australian farming system, and management techniques required to grow them successfully were extended vigorously by AgricultureWA, and the new crop was adopted rapidly by farmers in the 1980s. This comparatively recent and concise history has meant that it has been possible to get access to reasonable shire-level records that cover the work associated with the development, associated basic and applied research, and extension of this crop.

Lupins have proven to be an innovation that is highly profitable and compatible with Western Australian farming systems. Furthermore, the diffusion process was suspected to be largely complete for a considerable part of the State, preventing the type of methodology problems associated with data from incomplete diffusion patterns that are discussed by Lindner (1987). The highly profitable nature of the new legume crop and its rapid adoption meant that the debate regarding the role of extension for innovations perceived as "unprofitable" (for example, conservation practices) raised by Pampel and van Els (1977) and Napier et al. (1984) is not an issue for this case.

In this study the returns to extension were measured using an economic surplus type approach, looking at the differences in production returns over time "with" and "without" extension. Where extension effort was found by the multivariate regression analyses to have any effect on start time, rate or ceiling level of adoption, the relevant extension variables were omitted from the model to give an estimate of the "without" extension scenario. Shortening of any of the time lags associated with the adoption process attributable to extension effort was seen as having discounting benefits. This approach has been used ex-ante (Edwards and Freebairn, 1981; Norton et al., 1987; Gross et al., 1991) to measure the benefits of shortening the adoption process, but the authors are unaware of any other similar ex-post analysis.

Costs associated with both public and private extension effort have been estimated. In this respect this study attempts to address one of the major biases present in most other studies (Huffman, 1978) which measure returns to extension without accounting for private extension input.

2. BACKGROUND ON LUPINS IN WESTERN AUSTRALIA

Few new industries have been adopted so rapidly and successfully as the lupin industry in Western Australia. The area planted to sweet narrow-leafed lupins (Lupinus angustifolius) in W.A. has grown from less than 100,000 hectares in 1980 to a peak of 877,000 hectares in 1987, and plantings in 1992 of 822,000 hectares. The first sweet white-flowering lupin (cultivar Uniwhite) was released in 1967 and promoted as a legume crop especially suitable for sandplain soils in the heavier rainfall areas of the northern wheatbelt. By 1973 the area planted to lupins was 120,000 hectares, but a combination of poor management practices by farmers and droughts in 1976 and 1977 saw lupins lose favour. By 1978 the area planted had fallen to 40,000 hectares. In 1979, a higher yielding cultivar (Illyarrie) was released and a major extension effort commenced by AgricultureWA's Geraldton district office in the northern wheatbelt area. This extension effort was credited with contributing to the rejuvenation of the lupin industry during the 1980s (Nelson, 1987).

In 1981 AgricultureWA commenced trials and extension activities in the Merredin region to demonstrate that lupins could play a valuable role in farming systems in drier areas of the wheatbelt. The remainder of the 1980s saw the rapid adoption of lupins throughout the agricultural area of W.A., the release of further improved varieties, the development of overseas markets for the new crop, and considerable trial and extension effort by both the public and private sectors put into the developing lupin industry.

The uptake of the new crop varied widely between regions. Figure 1 shows the percentage of farmers in the shire growing lupins over time for five shires in the W.A. wheatbelt, from Chapman Valley in the north, then progressively southeast through Wongan-Ballidu, Wyalkatchem, Corrigin and Lake Grace. All the shires illustrated, except Lake Grace, appear to have gone through a complete diffusion process, and reached a ceiling level of adoption. This is the case for the majority of the 43 shires in the study. The shires shown in Figure 1 illustrate differences in the adoption of lupins that can be seen in different areas of the state. For each of the five shires there are differing times when the adoption process commenced, differing ceiling levels of adoption reached and differing rates of adoption to reach the ceiling. Obviously, a great number of factors influence these differences, and one of the initial aims of this study was to attempt to segregate and quantify the effect of extension activities on the adoption process.

Figure 1

3. IMPACT OF EXTENSION ON ADOPTION OF LUPINS

A methodology similar to that pioneered by Griliches (1957) was used to estimate start times, rates and ceiling levels of adoption in 43 shires of the northern and central wheatbelt, covering an area serviced by the AgricultureWA advisory districts of Geraldton, Three Springs, Moora, Northam, Merredin and Lake Grace. These shires represent most of the major lupin growing areas in the State, although some southern shires not included in the study (for example, Esperance and Ravensthorpe) have lupin enterprises of growing importance. These estimates were then used as dependent variables in multivariate regression analyses, in an attempt to determine factors influencing the diffusion process.

Data was collated on an individual shire basis. By examining adoption behaviour at the shire level (rather then the usual national or State level) it was hoped that this greater than usual detail would better allow detection of the impacts of extension. A considerable number of possible dependent variables were investigated (Marsh et al., 1995), in the following general areas:

As reported by Marsh et al. (1995), results from the multivariate regression analyses suggest that there is evidence that extension did affect the start time of the adoption of lupins in the study area. Approximately 70 percent of the variability in start time was accounted for by four variables, two of which, Field Days 1980 and Adviser Distance 1979, are measures of extension activity. A third variable, Lupin Farmers 1979, describes the percentage of farmers with previous experience of the technology. The remaining variable, Crop %, is a measure of the profitability of cropping in the area compared to alternative grazing enterprises. All variables had the expected sign, and diagnostic tests indicated no problem with the regression. The addition of three dummy variables, namely Geraldton, Merredin and Consultant 1, which take account of major AgricultureWA extension efforts in the Geraldton and Merredin areas, and the activities of a private consultant, result in the model describing over 80 percent of the variability in start time. The significance of these variables suggests that concerted extension activity from either the public or private sector, as occurred in these areas, did influence adoption start times. Regression results and a definition of the variables listed here are given in Appendix 1.

Other results (as yet unpublished) show that extension was not a factor influencing ceiling levels of adoption of lupins. Significant variables in this analysis were those describing yields, rainfall and percentage of the shire cropped. These are all variables which measure the production environment, and impact on profitability. These findings are supported by previous research. Likewise, the evidence from the regression analysis of adoption rate also points to the overwhelming influence of profitability factors on the rate of adoption of lupins. There is some evidence, albeit slight, to suggest that the run to the first peak of adoption was positively influenced by the specific extension efforts of the Geraldton and Merredin AgricultureWA district offices. Similarly, there is some evidence, again slight, to support the assertion that AgricultureWA field days and seminars have been influential in positively affecting the rate at which shires reach maximum percentages of farmers growing lupins. However, any influence of extension on rate of adoption of lupins in different areas is too low to be clearly identified by our analysis.

4. METHODOLOGY FOR COST-BENEFIT ANALYSIS

4.1 Estimates of benefits attributable to lupin extension in the study area

Using the coefficients from Model 1 (see Appendix 1), three calculations were made. The function was solved for Y (the start time) using the actual values of the coefficients, and then with the coefficients for extension variables (Field Days 1980, Geraldton, Merredin, and Consultant 1) set to zero, and the difference in start time calculated. The coefficient for Adviser Distance 1979 was not set to zero for this initial calculation as it could not just be simply omitted in combination with the other extension variables to give any interpretable result. To calculate the impact of the Adviser Distance 1979 variable on the start time, the value of this variable for each shire was adjusted to the value that it would be if there was only 1 adviser in the district office. The rationale for this approach was that with only one adviser it could be hypothesised that there would be effectively no, or minimal, extension activities undertaken. This adjusted variable value (equal to the distance from the AgricultureWA district office) was then used in the solving of the function using the calculated coefficient for Adviser Distance 1979 and with coefficients of other extension variables set to zero as before. Differences in start times were again calculated. This data is all presented in Table 1.

The first column in Table 1 gives the parameter estimate of start time. The second column gives the estimate of start time when coefficients from Model 1 are used to solve the function for Y (the start time). This model had a R-bar squared of 0.80. Columns 3 and 4 give the estimated start time from the regression when the coefficients on the extension variables (Field days 1980, Geraldton, Merredin and Consultant 1) were set to zero, and the difference in years from the initial estimate, respectively. The effect of removing the extension variables has resulted in a delay in the start time ranging from zero years in some shires, up to 2.13 years for two shires.

TABLE 1 - EFFECT OF EXTENSION VARIABLES ON START TIMES

SHIRE

START YEAR

EFFECT OF EXTENSION VARIABLES

  Parameter est Model 1 est W/o extension Diff W/o ext & advdistance Diff
Geraldton District Office:            
1. Chap Valley 78.70 79.06 81.20 2.13 81.73 2.66
2. Greenough 79.01 79.30 81.21 1.91 81.61 2.31
3. Irwin 79.04 78.79 80.47 1.68 81.60 2.81
4. Mingenew 78.98 78.99 80.67 1.68 82.00 3.01
5. Morawa 81.52 81.47 81.70 0.23 83.55 2.08
6. Mullewa 80.25 80.80 81.25 0.45 82.38 1.58
7. Northampton 79.04 79.25 81.38 2.13 82.18 2.93
Lake Grace District Office:            
8. Kondinin 81.49 81.99 81.99 0.00 82.70 0.71
9. Kulin 81.67 81.87 81.87 0.00 82.33 0.46
10. Lake Grace 82.08 81.63 81.63 0.00 81.98 0.35
Merredin District Office:            
11. Bruce Rock 81.31 81.11 81.55 0.44 82.26 1.15
12. Corrigin 81.20 80.99 81.66 0.66 82.78 1.78
13. Kellerberrin 81.34 81.08 81.52 0.44 82.05 0.97
14. Koorda 81.26 81.48 81.92 0.44 83.45 1.97
15. Merredin 80.53 80.92 81.36 0.44 81.60 0.68
16. Mt Marshall 81.30 81.28 81.71 0.44 82.89 1.62
17. Mukinbudin 81.26 81.13 81.57 0.44 82.45 1.32
18. Narembeen 81.44 81.21 81.65 0.44 82.47 1.26
19. Nungarin 81.27 80.89 81.33 0.44 81.80 0.91
20. Trayning 81.08 81.03 81.47 0.44 82.18 1.15
21. Westonia 80.71 80.92 81.36 0.44 81.95 1.03
22. Yilgarn 80.93 81.22 81.66 0.44 82.55 1.32
Moora District Office:            
23. Dalwallinu 81.01 81.28 81.28 0.00 82.28 0.99
24. Dandaragan 80.71 80.80 81.03 0.23 81.76 0.95
25. Moora 80.76 80.73 81.07 0.34 81.40 0.67
26. Vic Plains 80.72 81.21 81.32 0.11 82.11 0.91
27. Wongan 80.86 81.25 81.25 0.00 82.31 1.06
Northam District Office:            
28. Beverley 82.03 81.73 81.73 0.00 82.53 0.80
29. Cunderdin 80.62 80.41 81.31 0.90 81.97 1.56
30. Dowerin 80.59 80.80 81.48 0.68 82.47 1.67
31. Goomalling 81.33 81.56 81.57 0.01 82.23 0.67
32. Northam 81.63 81.14 81.37 0.23 81.57 0.42
33. Quairading 81.54 81.70 81.70 0.00 82.76 1.06
34. Tammin 80.73 81.22 81.66 0.44 82.72 1.50
35. Wyalkatchem 81.13 81.01 81.45 0.44 82.64 1.63
36. York 81.97 81.10 81.32 0.23 81.72 0.62
Three Springs District Office:            
37. Carnamah 80.73 81.16 81.38 0.23 81.65 0.49
38. Coorow 81.21 81.82 81.27 0.45 81.80 0.98
39. Perenjori 82.21 81.69 81.69 0.00 82.22 0.53
40. Three Springs 79.85 80.37 80.82 0.45 80.95 0.58

Similarly, Columns 5 and 6 report start times and differences when extension variables are set to zero as before, and the value of Adviser Distance 1979 for each shire is calculated assuming only one adviser. Delays in start time are now more pronounced, ranging from 0.35 to 3.01 years.

Other variables influencing this regression other than extension variables are Crop % (the percentage of farm land in the shire that is cropped) and Lupin Farmers 1978 (the percentage of farmers in the shire growing lupins in 1978). Crop % is a measure of relative profitability, in the sense that it quantifies the extent of all cropping enterprises in each shire. Lupin Farmers 1978, however, is a variable that captures farmer experience with growing lupins in the 1970s. This variable very probably reflects to some extent, the location and results of early lupin extension. The differences in start time calculated could conceivably underestimate the role played by extension in bringing forward the start time of the adoption process.

To assess the dollar benefits associated with earlier (or delayed with no extension) start times, the delayed start times were translated into delays on the areas planted to lupins in different shires, equivalent to the delay in each shire. The areas planted to lupins, after adjustment according to the delay in starting times, were calculated for each year for each shire for the years 1979 to 1992 inclusive. The total area planted to lupins in the study area, and the adjusted area after accounting for the delayed start in the absence of extension, along with some examples from individual shires, are tabulated in Appendix 2. These areas were then given dollar values.

Establishing a dollar value for a hectare of lupins presented some difficulties. The value of lupins cannot simply be estimated by returns from the harvested grain, as grown in rotation with cereals, they give substantial benefit to the overall cropping system (Nelson, 1993). Factors such as the disease break for cereals, nitrogen fixation by lupins and the value of stubble and lupin grain for stock feed must be considered, or the profitability of lupins will be substantially underestimated. Accordingly, the benefits from lupin adoption need to be estimated at a farm level rather than an enterprise or rotation level.

The MIDAS model (Model of an Integrated Dryland Agricultural System) provides a means of assessing the impact of single enterprises on whole farm profitability on W.A. eastern wheatbelt farms (Kingwell and Pannell, 1987). A number of estimates of the contribution made by lupins to overall farm profitability, ranging from $27 to over $60 per hectare, have been made using this model (Ewing et al., 1987; Pannell and Bathgate, 1991; Kingwell, 1991). Three values of dollar benefit per hectare ($45, $30 and $15) were used in the analysis and these were assumed constant over time. Given the nature of the index of farm prices to farm costs, this assumption is not unreasonable.

A number of different scenarios were used to estimate the benefits of lupin extension in the study area. Benefits were estimated over the period 1979 to 1989. This start year corresponds with the release of the new variety, and by 1988 the "without" extension situation had caught up (in terms of hectares planted) with actual lupin plantings. Initially the two delayed estimates of start time were used to calculate benefits for the three different values for a hectare of lupins, at two different interest rates, giving 12 possible benefit estimates.

These estimates assume that the full benefit from a hectare of lupins was immediately available to farmers. Another set of estimates hypothesised an effect of extension on the time when farmers achieved full benefit from a hectare of lupins. Unmeasurable by the methodology used by us to investigate adoption rates is the role of extension in educating farmers about the production potential of the new crop. Extension could have played a role in helping farmers achieve the production capability of the new crop. Taped interviews made during the course of this study with extension personnel working in the Merredin area emphasise this point. They mention such things as working closely with farmers who were growing lupins for the first time to assess management techniques, and reasons for crop failures and successes.

Estimates were done with the full benefits from a hectare of lupins not being achieved until 1983. Average state-wide lupin yields reached approximately 1 tonne/ha in this year. In 1979 average state yields were only approximately 0.5 tonne/ha. For these estimates, the benefit in 1979 was assumed to be half the full benefit, and this increased linearly over the next three years, reaching the full benefit in 1983. Another set of estimates assume that the full benefit from a hectare of lupins was not achieved until 1989. For these estimates, the benefit in 1979 was assumed to be half the full benefit, and this increased linearly over the next ten years, reaching the full benefit in 1989.

4.2 Estimates of public sector costs associated with lupin extension in the study area

AgricultureWA was the only major public sector player involved in the extension of lupins. As discussed in Section 1, there are inherent difficulties associated with costing overall, let alone single enterprise, extension effort. This caveat aside, attempting to get an understanding of AgricultureWA spending by enterprise and region in the 1980s is in itself a daunting task. Total AgricultureWA spending, extension spending and R & D spending was obtained from AgricultureWA Annual Reports. These figures are listed in Appendix 3. Records were obtained for total spending by region for the years 1985/86 to 1991/92. Estimates for spending on extension in the study area were then made in three categories in the following manner, and these are presented in Table 2.

i) Estimate of regional spending (excluding salaries)

The breakdown of figures for regional spending obtained for the years 1985/86 to 1989/90 were used to obtain values for regional office costs (minus salaries) in the study area, and then a proportion of this was allocated to lupins. Dollars spent by northern area district offices, northern area research stations, central area district offices and central area research stations, were each expressed as a percentage of total AgricultureWA spending for these five years. The northern area included Geraldton, Three Springs and Moora district offices, and the central area comprised the Lake Grace, Merredin and Northam district offices. The average of these percentages was then used to obtain dollar values for years other than 1985/86 to 1989/90. The proportion allocated to lupins was estimated in the following manner. For each year the number of lupin trials in the four areas listed above was expressed as a percentage of the total number of trials conducted in these areas. These percentages were then used as estimates of the percentage of district office effort going towards lupin extension, and dollar values were thus obtained from the regional office spending values already obtained. These figures are listed in column 2 of Table 2.

Table 2 - Estimates of AgricultureWA's spending (in actual dollars) and total time spent by private consultants (and associated costs in 1992/93 dollars) on lupin extension in the study area

  AgricultureWA Costs Private consultant time and costs

Year

Reg est actual $

Ext est actual $

R&D est actual $

Total est actual $

Est FTE

Cost 1992/93 $

1978
1979
1980
1981
1982
1983
1984
1985
1986
1987
1988
1989
1990
1991
1992
1993

3715
8857
28193
52031
113166
127819
181996
213887
281784
210943
378064
436095
410909
504127
274288
288670

0
20245
28464
34664
139327
293213
172605
298041
684256
725573
699541
727484
770493
1178320
792792
821663

14780
22943
66612
130801
272637
389791
370354
477571
655850
664071
958541
1134344
1172283
1581004
835878
821663

18495
52045
123268
217496
525130
810823
724955
989499
1621890
1600587
2036147
2297922
2353685
3263451
1902958
1931995

0.55
0.55
0.81
1.01
1.01
1.01
1.01
1.01
1.16
1.36
1.41
1.58
1.58
1.58
1.58
1.58

61662
61662
90811
113234
113234
113234
113234
113234
130351
152473
158079
177138
177138
177138
177138
177138

ii) Estimate of district office extension

This calculation was intended to account for the regional salary component that should be allocated to lupin extension. It was estimated as a percentage of AgricultureWA's total estimated expenditure on extension. For each year the number of lupin trials conducted by the district offices in the study area (but not including trials conducted on research stations) was expressed as a percentage of the total number of AgricultureWA trials. These percentages were then used to obtain dollar values from total extension spending, and these are listed in column 3 of Table 2.

iii) Estimate of the extension component of applied lupin research

Much lupin trial work is applied rather than basic research and contains a considerable extension component. This calculation was intended to account for the extension component of trial work conducted by research stations and district offices, where personnel involved include research personnel based in AgricultureWA's head office. Their salaries would comprise part of the R & D component of AgricultureWA's expenditure. For each year the number of lupin trials conducted by the district offices and research stations in the study area was expressed as a percentage of total AgricultureWA trials. This percentage was then used to obtain dollar values from total R & D spending, 30 percent of which was then deemed to be extension expenditure. Use of this percentage was based on AgricultureWA's "rule of thumb" for breaking down expenditure, which allocates 50 percent to R & D, 30 percent to extension and 20 percent to regulatory activities.

4.3 Estimates of private sector costs for lupin extension in the study area

Private sector costs associated with lupin extension in the 1980s are very minimal. This would no longer be expected to be the case. Our experiences in talking with private sector personnel persuades us that the inability of public bodies to isolate extension costs commented on by Baxter et al. (1989) applies also to any estimates of private sector extension costs. Private sector costs were ascertained in three areas.

i) Private farm management consultants

A number of private farm management consultants were known to be active in the study area. To investigate their involvement with extending the new lupin technologies, a one page mail survey was conducted of private consultants working in the study area. Estimates for the time spent by private consultants on lupin extension were made from these survey results. From the information on when they had commenced to consult in the study area and their nominated percentages of time spent extending information on lupins, an estimate of the number of "full-time consultant equivalents" was calculated for each year. The average percentage time spent on lupin extension was used for those consultants who did not nominate a percentage.

To produce a value for a private consultant FTE, income information from a survey of AAAC consultants in W.A. conducted by Bedbrook (1995) were used. He reported that, on average, these consultants charged $97 per hour for 25 chargeable hours per week. Assuming that consultants work for 48 weeks per year, this gives a gross annual income of $116,400 in 1994/95. Discounted back (using the CPI for Perth), this gives a gross annual income of $112,113 in 1992/93. This figure, along with the estimates of consultant FTEs spent on lupin extension, was then used to calculate the contribution to lupin extension made by private consultants. These values are given in Table 2.

ii) Agribusiness

A number of agribusiness firms have invested in research and extension in lupin related areas, although extension investments can be considered minimal during the 1980s. Cost estimates for agribusiness and marketing bodies are presented as totals in Table 4.

In the early 1980s CSBP & Farmers Ltd. was the only company involved in supplying fertiliser to farmers. They conduct fertiliser trials and provide fertiliser recommendations to farmers based on the results of soil and plant tests. They also have Field Officers (resident at various rural locations) and agronomists, and produce a a number of publications. Estimates for the investment in extension made by CSBP are derived from figures obtained from a personal interview with a Company representative. For the purposes of this study, the costs associated with product development are assumed to be research and development, rather than extension related, investments. Of other costs, an arbitrary 50:50 split has been made between R & D and extension investment. CSBP's figure of 10% of overall time (based on soil and plant test requirements) has been used to attribute the time spent by personnel on lupin extension.

The development of minimum tillage and weed control technologies for use in W.A. agricultural systems in the late 1970s/early 1980s was actively undertaken by the chemical companies involved (Rhone-Poulenc, May & Baker and ICI). It was these technologies which enabled the early sowing of lupins and adequate control of weeds in the growing crop, both factors crucial to their management for optimal yield. Despite a number of approaches, it proved very difficult to obtain information from the companies involved. Information from AgricultureWA staff based in Merredin in the early 1980s indicate that a field officer with ICI worked closely with them in setting up and monitoring trials in the Merredin area, and was used as an "expert" speaker at AgricultureWA field days and meetings in this area. Accordingly, an arbitrary estimate of 0.25 FTE was costed to lupin extension for the years 1981, 1982 and 1983.

Although the involvement of stockfirm companies in extension, through the employment of agronomists attached to the company, is now quite considerable, this is a comparatively recent development in W.A., and was not the case in the early 1980s. Both SBS Rural Iama and Rural Traders Cooperative were not active in W.A. at this time and the contribution of stockfirm companies Elders Ltd. and Wesfarmers Rural to lupin extension in specific areas in the 1980s was deemed to be minimal.

iii) Marketing Bodies

The marketing of lupins in W.A. is the sole responsibility of The Grain Pool of W.A. This semi-Government agency had the task of developing markets for an essentially new and unknown crop. To achieve this, the Grain Pool has invested, and continues to do so, a considerable amount of money into market development and research associated with the nutritive value of lupins for livestock and human foods. Having obtained markets for the new crop, the Grain Pool was then faced with the necessity of providing buyers with a continuity of supply, and became involved, both directly and through sponsorship, with extension activities to farmers.

An accurate costing of Grain Pool lupin extension activities is extremely difficult to obtain by perusal of their Annual Reports. Additional information was obtained from a personal interview with a Grain Pool representative. The main extension role undertaken in the 1980s was involvement in field days and grower seminars, and through their media releases and regular publications. From 1990 this commitment to lupin extension was increased by the Grain Pool's funding of a Specialist Lupin Extension Officer and the production of the monthly newsletter "Lupin Logic".

For the purposes of this study, the lupin extension contribution for direct grower contact by Grain Pool staff through seminars, field days and individual grower contact was said to be 5% of 5 FTE per year from 1983 to 1987, and 5% of 7 FTE per year from 1988 onwards. Additional costs were attributed to specific extension activities in the study area. A staff full-time equivalent has been costed in at $38,660. This was considered an appropriate mid-range value, equivalent to a Level 5 public service salary. This value was also used for costing agribusiness staffing contribution to extension activities. No attempt has been made to value and cost in the extension component of investments associated with the market development of lupins to potential overseas buyers. The extension that has been valued for this analysis is that more directly aimed at farmers in Western Australia.

5. RESULTS AND DISCUSSION

The estimates of benefits are given in Table 3. These benefits represent the difference between the value of the actual hectares grown and the estimated hectares grown in the absence of extension under a number of different scenarios. The three levels of "assumed impact of extension on benefit per hectare" of zero, low and high correspond to full benefits per hectare being achieved in 1979, 1983 and 1989 respectively.

Table 3 - Estimates of the benefits of lupin extension in the study area (All values are expressed in 1992/93$ (millions))

Lupin on-farm
benefits
Assumed impact
of extension on
benefit per ha
Impact of
extension on
adoption
Estimate 1*

Discount rate (%)
Impact of
extension on
adoption
Estimate 2#

Discount rate (%)

$/ha

 

5

10

5

10

45



30



15

zero
low
high

zero
low
high

zero
low
high

23.7
27.8
57.8

15.8
18.5
38.5

7.9
9.3
19.3

36.5
43.6
85.7

24.4
29.1
57.1

12.2
14.5
28.6

56.5
59.7
82.4

37.7
39.8
55.0

18.8
19.9
27.5

84.3
89.8
121.3

56.2
59.9
80.9

28.1
29.9
40.4

* Estimated value of extension variables Field Days 1980, Geraldton, Merredin and Consultant 1.
# As for Estimate 1, plus the value of the Adviser Distance 1979 variable.

 

Table 4 - Estimated total lupin extension costs in the study area 1979-1989 (in 1992/93 $)

  Discount Rate 5% Discount Rate 10%
Public Sector - AgricultureWA:
Regional costs (minus salaries)
Component of extension spending
Component of R & D spending
Private Sector:
Private consultants
CSBP
Grain Pool
Other


$3,448,585
6,225,276
8,659502

1,336,385
553,616
87,423
28,995


$4,664,549
8,259,712
11,683,259

1,336,385
625,073
93,331
28,995

TOTAL COSTS

$20,339,782

$26,691,305

 

Using the methodology outlined in Section 4.2, total estimates of extension spending in the study area were obtained. These were then expressed in 1992/93 dollars using two interest rate situations - CPI for Perth plus 5 percent and CPI plus 10 percent. Costs for the extension of the lupin technology (release of the new variety Illyarrie and improved management techniques) were costed, as for benefits, over the years 1979 to 1989. Overall estimates of lupin extension costs in the study area are totalled in Table 4. Using these total costs, a benefit cost ratio was calculated for the scenarios presented in Table 3. These are presented in Table 5.

Based only on statistically estimated effects (i.e. assuming the effect of extension on on-farm benefits of lupins was zero), and using the estimate with extension variables set to zero (for Field Days 1980, Geraldton, Merredin and Consultant 1) and adjusted for Adviser Distance 1979, the benefit cost ratio of extension expenditure appears to be at least one. Using what we consider to be realistic values for the on-farm benefits of lupins, the benefit cost ratio is clearly greater than one. Of the significant extension variables in the regression, Adviser Distance 1979 was the least robust (Marsh et al., 1995). If the Adviser Distance 1979 variable is used unadjusted for the benefit calculations, and we assume zero impact on benefit per hectare, the benefit cost ratio is only greater than one for the higher assumed value of on-farm benefits.

If extension also had unmeasured impacts on the on-farm benefits for the first four or ten years of the period, the benefit cost ratios are substantially higher in all cases. On balance it does appear likely that the net benefits of expenditure on lupin extension were positive.

The diffusion pattern associated with the adoption of lupins could well be considered as representing an extreme case. As outlined in Section 2, they have proved to be a very successful crop innovation, and the extension conducted by AgricultureWA was widely perceived to have been a very successful campaign. Considering this, the statistically detectable effects of extension might be considered surprisingly small. However, as discussed in Section 1, the overriding influence of economic factors on the adoption process is well established, and it is perhaps encouraging that any measurable benefit at all from extension activities, for such a profitable crop innovation, has been isolated using multi-variate regression analysis .

Table 5 - Ratio of benefits to costs from lupin extension (1979-89) in the study area

Lupin on-farm
benefits
Assumed impact
of extension on
benefit per ha
Benefit:Cost Ratio
estimate 1*
Discount rate (%)
Benefit:Cost Ratio
estimate 2#
Discount rate (%)
$/ha   5 10 5 10

45



30



15

zero
low
high

zero
low
high

zero
low
high

1.17
1.37
2.85

0.78
0.91
1.90

0.39
0.46
0.95

1.37
1.63
3.21

0.91
1.09
2.14

0.46
0.54
1.07

2.78
2.94
4.06

1.86
1.96
2.71

0.93
0.98
1.35

3.16
3.36
4.54

2.10
2.24
3.03

1.05
1.12
1.51

* Estimated value of extension variables Field Days 1980, Geraldton, Merredin and Consultant 1.
# As for Estimate 1, plus the value of the Adviser Distance 1979 variable.

The methodology used in this study does not have the capacity to capture all the benefits of extension. One of these, the likelihood of extension to have an impact on on-farm production capacity, has been investigated as a hypothesised section of the results. As discussed in Section 1, most extension evaluation fails to capture its contribution to human capital, and this study is no exception. A further key value of extension not captured by this study is its benefit to research through choice of research topics and specific research methodology. Baxter et al. (1989) comment on

"the need to acknowledge and facilitate the dual role of extension - to advise farmers on how to increase their productivity and incomes, and to learn from farmers their production conditions and priorities in order to be able to advise and guide agricultural research." (p 5)

Estimates of the costs and benefits in this study can be expected to have accuracy limitations, as discussed in the text. Benefits have been calculated over a range of possible situations, lending credibility to our statement that on balance it does appear likely that the net benefits of expenditure on lupin extension were positive. As well as the difficulties associated with partitioning costs to regions and enterprises discussed earlier, the estimate of costs has a number of conceptual difficulties. For example, given that public extension services are already in place, how much extension effort should be costed into cost/benefit analyses?

Despite these difficulties, it does appear most likely that this is an example where extension has generated benefits in excess of costs. This is despite the fact that measured benefits were limited to changes in the start time of the diffusion curve. This effect was sufficient for a benefit cost ratio of at least one.

6. ACKNOWLEDGMENTS

This project was funded by a grant from the Rural Industries Research and Development Corporation. This study would have been made more difficult without the cooperation of many people, both from within AgricultureWA and operating in the private sector. In particular, information from Mike Perry, Steve Trevenen, John Allen, John Feldman and Peter Nelson has been invaluable.

REFERENCES

BAXTER, Michael, SLADE, Roger and HOWELL, John, 1989, "Aid and Agricultural Extension: Evidence from the World Bank and Other Donors", World Bank Technical Paper 87, The World Bank, Washington, D.C.

BEDBROOK, Simon .M., 1995, "An Analysis of AAAC Consultants Current Usage of Information Provided by the Western Australian Department of Agriculture, and their Perception of its Usefulness and Future Needs", A dissertation submitted in partial requirement of the requirements for the Bachelor of Science (Agriculture) in the Faculty of Agriculture, University of Western Australia.

EDWARDS, G.W. & FREEBAIRN, J.W., 1981, Measuring a Country's Gains from Research: Theory and Application to Rural Research in Australia, A Report to the Commonwealth Council for Land Research and Extension, Australian Government Publishing Service, Canberra.

EVENSON, R.E. and KISLEV, Y., 1975, "Investment in Agricultural Research and Extension: A Survey of the International Data", Economic Development and Technological Change, 23 (3), pp 507-521.

EVENSON, Robert E., WAGGONER, Paul E. and RUTTAN, Vernon W., 1979, "Economic Benefits from Research: An Example from Agriculture", Science, 205, pp 1101-1107.

EWING, M.A, PANNELL, D.J. and JAMES, P.K., 1987, "The profitability of lupin-cereal rotations", in Kingwell, R.S. and Pannell, D.J. (Eds), MIDAS, a bioeconomic model of a dryland farm system, Pudoc, Wageningen.

FEDER, G., JUST, R.E. and ZILBERMAN, D., 1985, "Adoption of agricultural innovations in developing countries: a survey", Economic Development and Cultural Change, 33, pp 255-298.

FEDER, Gershon, LAU, Lawrence J. and SLADE, Roger H., 1987, "Does Agricultural Extension Pay? The Training and Visit System in Northwest India", American Journal of Agricultural Economics, 69(3) , pp 677-686.

FEDER, Gershon and UMALI, Dina L., 1993, "The Adoption of Agricultural Innovations: A Review", Technological Forecasting and Social Change, 43, pp 215-239.

GLADSTONES, J.S., 1982, "Breeding Lupins in Western Australia", Journal of Agriculture - Western Australia, 23: pp 73-76.

GRILICHES, Zvi, 1957, "Hybrid Corn: An Exploration in the Economics of Technological Change", Econometrica, 25 (4), pp 501-522.

GRILICHES, Zvi, 1960, "Hybrid Corn and the Economics of Innovation", Science, 132, pp 275-280.

GROSS, R., KNEEBONE, V. and LUKE, R., 1991, "Returns from the Acceleration of Agricultural Research", Paper presented at the 35th Annual Conference of the Australian Agricultural Economics Society, University of New England, Armidale, 11-14 February, 1991.

HAVENS, A.E. and ROGERS, E.M., 1961, "Adoption of Hybrid Corn: Profitability and the Interaction Effect", Rural Sociology, 26, pp 409-414.

HUFFMAN, W.E., 1978, "Assessing returns to agricultural extension", American Journal of Agricultural Economics, 60, pp 969-75.

HUFFMAN, Wallace E. and EVENSON, Robert E., 1993, Science for Agriculture: A Long Term Perspective, Iowa State University Press, Ames.

HUSSAIN, Syed Sajidin, BYERLEE, Derek and HEISEY, Paul W., 1994, "Impacts of the training and visit extension system on farmers' knowledge and adoption of technology: Evidence from Pakistan", Agricultural Economics, 10, pp 39-47.

JANSEN, H.C.P., 1992, "Inter-Regional Variation in the Speed of Adoption of Modern Cereal Cultivars in India", Journal of Agricultural Economics, 43,1, pp 88-95.

KNUTSON, Ronald D. and OUTLAW, Joe L., 1994, "Extension's Decline?", Review of Agricultural Economics, 16, pp 465-475.

KINGWELL, R.S., 1991, "A Cost-Benefit Analysis of Lupin Improvement by the Western Australian Department of Agriculture", unpublished paper.

KINGWELL, R.S. and PANNELL, D.J. (Eds), 1987, MIDAS, a bioeconomic model of a dryland farm system, Pudoc, Wageningen.

LINDNER, R.K., 1987, "Adoption and Diffusion of Technology: An Overview", in Technological Change in Postharvest Handling and Transportation of Grains in the Humid Tropics, Eds. Champ, B.R., Highley, E. and Remenyi, J.V., ACIAR, Proc No 19, pp 144-151.

MAALOUF, W.D., CONTADO, T.E. and ADHIKARYA, R., 1991, "Extension Coverage and Resource Problems: The Need for Public-Private Coperation", in Agricultural Extension: Worldwide Institutional Evolution and Forces for Change, Rivera, W.M. and Gustafson, D.J. (Eds), Amsterdam, Elsevier.

MARSH, S.P., PANNELL, D.J. and LINDNER, R.K., 1995, "The Adoption of Lupins in Western Australia: Did Extension make a Difference?", Paper presented at the 39th Annual Conference of the Australian Agricultural Economics Society, University of Western Australia, Perth, February 14-16, 1995.

NAPIER, T.L., THRAEN, C.S., GORE, A. and GOE, W.R., 1984, "Factors Affecting Adoption of Conventional and Conservation Tillage Practices in Ohio", Journal of Soil and Water Conservation, May-June, pp 205-209.

NORTON, George W., COFFEY, Joseph D. and FRYE, E. Berrier, 1984, "Estimating Returns to Agricultural Research, Extension and Teaching at the State Level", Southern Journal of Agricultural Economics, 16, 1, pp 121-128.

NORTON, George W., GANOZA, Victor G. and POMAREDA, Carlos, 1987, "Potential Benefits of Agricultural Research and Extension in Peru", American Journal of Agricultural Economics, 69, 2, pp 247-257.

NELSON, P., 1987, "Changing Farming Systems in the Geraldton Area - A Case Study in Extension", paper presented to the Australasian Extension Conference, Brisbane.

NELSON, P., 1993, "The Development of the Lupin Industry in Western Australia and its Role in Farming Systems", paper presented to the 7th International Lupin Conference, Evora, Portugal, April 1993.

PAMPEL, F. and VAN ELS, J.C., 1977, "Environmental Quality and Issues of Adoption Research", Rural Sociology, 42, 1, pp 57-71.

PANNELL, D.J. and BATHGATE, A.B., 1991, MIDAS: Model of an Integrated Dryland Agricultural System. Manual and documentation for the eastern wheatbelt model. Version EWM91-4, Economic Analysis Branch, Western Australian Department of Agriculture.

POLSON, Rudulph, A. and SPENCER, Dunstan, S.C., 1991, "The Technology Adoption Process in Subsistence Agriculture: The Case of Cassava in Southwestern Nigeria", Agricultural Systems, 36, pp 65-78.

RIVERA, W.M. and GUSTAFSON, D.J., 1991, "Agricultural Extension World-wide: A Critical Turning Point", in Agricultural Extension: Worldwide Institutional Evolution and Forces for Change, Rivera, W.M. and Gustafson, D.J. (Eds), Amsterdam, Elsevier.

ROGERS, E.M., 1983, Diffusion of Innovations, 3rd Edition, Collier Macmillan, London.

RUTTAN, V., 1977, "The Green Revolution: seven generalizations", International Development Review, 19, pp 16-23.

 

APPENDIX 1 - START TIME REGRESSION RESULTS AND VARIABLE DEFINITIONS

Model 1: R^2 = 0.84; R-bar^2 = 0.80; Sample size = 40

Regressors Coefficient Standard Error T-Ratio[Prob]
Intercept 82.0215 0.45791 179.1218[0.0] ***
Crop % -1.4684 0.96221 -1.5260[.137]
Lupin Farmers 1978 -3.7991 1.0925 -3.4776[.001] ***
Field Days 1980 -0.2251 0.11476 -1.9614[.059] *
Adviser Distance 1979 0.017679 0.0080027 2.2091[.034] **
Geraldton -1.4585 0.26774 -5.4475[.000] ***
Consultant 1 -0.67502 0.30781 -2.1929[.036] **
Merredin -0.43980 0.18019 -2.4407[.020] **

*** Significant at 1%
** Significant at 5%
* Significant at 10%

Explanations of variables:

 

APPENDIX 2 - ACTUAL HECTARES PLANTED TO LUPINS IN THE STUDY AREA, AND ESTIMATES OF HECTARES IN THE ABSENCE OF EXTENSION

  GREENOUGH CUNDERDIN TOTAL
Year Actual est 1 est 2 Actual est 1 est 2 Actual est 1 est 2
1978
1979
1980
1981
1982
1983
1984
1985
1986
1987
1988
1989
1990
1991
1992

1723
3261
2910
7081
11929
12900
13900
10800
15800
18000
15400
9300
9622
12882
13740


1703
1863
3229
3291
7524
12018
12991
13617
11257
16001
17763
14843
9329
9920


1701
1713
2790
3018
5803
10443
12602
13594
11750
14268
17326
16197
11170
9523

140
39
97
401
3968
9700
17700
15300
21800
29500
25600
22400
20847
24178
27137


130
42
127
757
4541
10499
17460
15949
22569
29110
25280
22245
21180
24474


177
95
63
230
1959
6472
13195
16651
18140
25164
27796
24202
21721
22302

27982
35803
43312
82902
180544
295400
475400
455300
584500
778900
636100
579800
557611
639017
662369


27637
31698
51354
109078
218723
390879
453349
536643
684339
673390
637319
589016
598210
629073


27016
27558
34346
57941
125365
250886
403690
463798
567889
687965
673052
627347
590648
608741

Notes
1. Est 1 refers to the estimated hectares (i.e. fitted values from the regression) where coefficients of Field Days 1980, Geraldton, Merredin and Consultant 1 are set to zero.
2. Est 2 refers to the estimated hectares using coefficients set to zero as for Est 1, and using the adjusted value for the Adviser Distance 1979 variable.

Some explanatory notes:

The actual areas planted to lupins each year were known. The time lags attributable to the absence of extension had been estimated. The estimated hectares were calculated in the following way. In Cunderdin, for example, the lag associated with Estimate 1 was 0.90 years. It was then assumed that at time 78.9, the area planted to lupins was equal to the actual area at time 78. Similarly, at time 79.9, the area planted to lupins was equal to the actual area at time 79. The estimated area at time 79 could than be calculated algebraically. Where the lag was greater than one year, such as for Greenough where the lag was 1.91 years, it was assumed that at the time 78.91. the area planted to lupins was equal to the actual area at time 77.

There were a number of complications involved with the calculations. The most serious was the effect of 1970s lupin planting areas on the early year estimates, especially where 1970s areas were substantial and time lags were large. This resulted in the unsatisfactory situation where the estimated hectares were initially more than the actual hectares. Figures for 8 shires were adjusted to overcome this problem and the discrepancies in other shires ignored (where areas involved were less than 500 hectares). In retrospect, it would probably have been wiser to have used a smoothed data curve for lupin areas - this was not done, but the overall effects are hypothesised to be minimal, and if anything, to underestimate the benefits associated with earlier start times of the diffusion process.

 

APPENDIX 3 - TOTAL SPENDING BY AGRICULTURE WA (actual dollars, nominal)

Year

Total $*

R & D $

R & D %

Extension $

Ext %

1978
1979
1980
1981
1982
1983
1984
1985
1986
1987
1988
1989
1990
1991
1992#
1993

29128252
33993976
39210342
46577232
53165108
60130233
69310000
75880000
74760000
82195000
97793000
113230000
107092000
110774000
104097000
109555000

19000198
13791233
16416985
22397648
25092695
35954816
34037290
34938090
33565217
40051789
45137274
52013810
53205804
57683742
52048500
54777500

65.2
40.6
41.9
48.1
47.2
59.8
49.1
46.0
44.9
48.7
46.2
45.9
49.7
52.1
50.0
50.0

5825650
7301646
5612114
6009867
7163329
13445927
14026433
18412286
21011377
21729662
24522814
27975051
28955115
29297980
31229100
32866500

20.0
21.5
14.3
12.9
13.5
22.4
20.2
24.3
28.1
26.4
25.1
24.7
27.0
26.4
30.0
30.0

* Includes all State Government funds, and Commonwealth & Industry funds, but excludes funding for the Agricultural Protection Board.

# In this year (and for subsequent years), funds were allocated to Industry & Market Development and Sustainable Agricutural Systems rather than R & D and Extension. Fifty percent of the total was used to estimate R & D expenditure, and 30 percent extension expenditure.

Source: Department of Agriculture Western Australia Annual Reports 1977/78 to 1993/94.

 

Citation: Marsh, S.P., Pannell, D.J. and Lindner, R.K. (1996). Does extension pay? A case study looking at the adoption of lupins in Western Australia. Paper presented at the 40th Annual Conference of the Australian Agricultural and Resource Economics Society, Melbourne, Feb 12-14 1996.

Apologies about the formatting in some of the tables. We blame Microsoft.

If you would like a hard copy of this paper, send an email to David.Pannell@uwa.edu.au
Alternatively, you can print the paper off the screen by selecting File, Print.

The SEA News index is at http://welcome.to/seanews  

Adoption, diffusion and extension papers, UWA


Copyright © Sally P. Marsh, David J. Pannell and Robert K. Lindner, 1998
Last revised: May 21, 2003.