Analysis of Allocative Efficiency of Watermelon Farming in Kapuas Regency, Central Kalimantan Province
Article Main Content
The objective of this research is to analyze the costs, revenues, and profits of watermelon farming, to examine the impact of the use of production factors in watermelon farming, and to evaluate the allocative efficiency level of watermelon farming in Kapuas Regency, Central Kalimantan Province. The population of this research consists of 113 farmers, from which 55 were selected using simple random sampling techniques. The data processing method used to analyze the costs, revenues, and profits of watermelon farming includes using a multiple linear regression model, specifically the Cobb-Douglas function type. Additionally, to analyze the allocative efficiency of production factors used by farmers in watermelon farming, the comparison of a production factor’s Marginal Product Value (MPVx) with the price of the production factor (Px) is set to be equal to 1. Based on the results of the research and data processing, the average revenue obtained from watermelon farming in Kapuas Regency is IDR 75,619,181.82 per farm, and the average profit earned by watermelon farmers is IDR 45,541,259 per farm. The statistical test results of the Cobb-Douglas production function show that collectively (simultaneously), the production factors (land area, number of seeds, organic fertilizer, inorganic fertilizer, pesticides, and labor) significantly affect watermelon production. However, the partial test results indicate that the production factors of land area, seeds, organic fertilizer, inorganic fertilizer, and labor significantly affect watermelon production, except for the production factor of pesticides. The statistical test results for allocative efficiency (price efficiency) show that three production factors, namely organic fertilizer, labor, and pesticides, are used efficiently, meaning the marginal product equals the price of the production factor. The use of land area, seeds, and inorganic fertilizer is not yet efficient and needs to be increased to reach an efficient point.
Introduction
Considering that Indonesia is an agrarian country, its economy heavily relies on agriculture. Watermelon is a horticultural commodity with great development potential. This can increase national income and improve the living standards of the people. Horticultural commodities are among the most promising commodities [1]. Fruits, like many other horticultural commodities, have significant production potential and favorable market conditions, making them an attractive gateway for both local and international markets. Farmers are interested in planting watermelon due to its higher selling price. The high demand for watermelon is often unmet by farmers due to limited cultivation in Indonesia [2].
The use of production inputs must be efficient to achieve optimal production. Farmers need to pay attention to the efficiency of input usage when conducting farming activities to achieve optimal production. Efficiency is the method in the production process that minimizes the use of production inputs to produce the maximum output [3].
One of the problems faced by watermelon farmers related to cultivation is the ineffective allocation of production inputs, which results in the inability to maximize farmers’ income [4]. This is because farmers do not fully understand how agricultural inputs and outputs are distributed. Insufficient or excessive production inputs can lead to watermelon harvests that do not meet the farmers’ expectations.
One of the challenges in watermelon farming in Kapuas Regency is the business capital and the susceptibility to pests and diseases compared to other horticultural crops. To reduce the number of pests and diseases in watermelons, farmers use pesticides as a preventive solution [5]. Additionally, farmers usually use inorganic fertilizers to enhance the resilience of watermelon plants and maintain the quality of the fruit produced [6]. However, from an economic perspective, this increases production costs due to the prices of production inputs and labor wages, impacting the profits of watermelon farmers in Kapuas Regency. As a result, watermelon farmers must optimize the production factors used to maximize their profits.
Objectives and Benefits
There are three objectives in this research. First, to analyze the costs, revenues, and profits of watermelon farming in Kapuas Regency. Second, to analyze the impact of the use of production factors. Third, to analyze the allocative efficiency of production factors in watermelon farming.
This research has four benefits. First, it serves as a reference material focusing on the allocative efficiency of watermelon farming. Second, for the community, this research is expected to provide valuable information for those engaged in watermelon farming, helping them use their production factors more efficiently. Third, it offers considerations for farmers to organize their watermelon farming to achieve efficient production.
Methods
Location and Time of Research
This research was conducted in Kapuas Regency, Central Kalimantan Province. The study was carried out from February to April 2024.
Types and Sources of Data
The primary data used in this research was obtained through direct interviews with watermelon farmers. Additionally, secondary data were required to support the primary data, which were obtained from literature studies and relevant institutions or agencies.
Sampling Method
The sample locations were purposively selected in the first stage, meaning the research locations in Kapuas Murung District and Mantangai District were chosen based on specific considerations. These considerations included the presence of active watermelon farmers with high productivity and large land areas in both districts.
The selection of respondents (sample) used in this research was based on data obtained from the Agricultural Extension Centers (BPP) Kapuas Murung District and Mentangau District. The total population of watermelon farmers was 113. From this population, 55 were selected using simple random sampling techniques.
Data Analysis
To analyze the first objective, which is to calculate the total costs, revenues, income, and profits of watermelon farming, the following calculations were performed.
To calculate the total cost (Total Cost), it is obtained by summing the fixed costs (Fixed Cost/FC) with the variable costs (Variable Cost) using the formula: TC=TFC+TVCwhere
TC – Total cost of farming in the farming period (IDR)
TFC – Fixed cost (IDR)
TVC – Variable cost (IDR)
Dirti – Depreciation
The revenue from watermelon farming can be calculated using the following formula: TR=Y×Pywhere
TR – Total revenue (IDR)
Y – Production obtained from watermelon farming (kg)
Py – Price of watermelon (IDR/kg)
The profit from watermelon farming in one season can be calculated using the formula: π=TR−TCwhere
π – Farming profit (IDR)
TC – Total cost of farming (IDR)
To achieve the second objective of this research, which is to understand the impact of various production factors on watermelon farming, a multiple linear regression model, specifically the Cobb-Douglas function model, was used: Y=b0 X1b1 X2b2 X3b3 X4b4 X5b5 X6b6 X7b7eu
The model, when transformed into a linear form, is as follows: Ln Y=lnβ0+β1lnX1+β2 ln X2+β3 ln X3+β4 ln X4+β5 ln X5+β6 ln X6+β7 ln X7 eiwhere
Y – Watermelon production (kg)
X1 – Land area (ha)
X2 – Number of seeds (kg)
X3 – Amount of organic fertilizer (kg)
X4 – Amount of inorganic fertilizer (kg)
X5 – Amount of pesticides (liters)
X6 – Amount of labor (man-days)
Β0 – Intercept coefficient or constant
β1 β2 β3 β4 β5 β6 – Regression coefficients
ei – Random error term
To understand the effect of various factors on the final product, the coefficient of determination (R2) is used: R2=KTregressionKTtotal
The F-test, which has a 95% confidence level, can be used as follows: Fcalculated=KTregressionKTresidual=∑Y^i2/k∑e^i2/n−k−1
Hypothesis are:
- H0: bi = 0
- H1: bi ≠ 0
Decision criteria are:
- Fcalculated > Ftable (α; n − k): H0 is rejected, and H1 is accepted, indicating that all production factors collectively have a significant effect on production.
- Fcalculated ≤ Ftable (α; n − k): H1 is rejected, and H0 is accepted, indicating that all production factors collectively do not have a significant effect on production.
The t-test, with a confidence level of 95% or α = 0.05, can be formulated as: tcalculated=biSe(bi)where
bi – ith regression coefficient
Se(bi) – Standard error of the standard error of the ith regression coefficient
Decision criteria are: Fcalculated > Ftable (α = 0.05): H0 is accepted, and H1 is rejected, indicating that the production factor Xi does not have a significant effect on production. Thitung > Ttabel (α = 0.05): H1 is accepted, and H0 is rejected, indicating that the factor Xi has a significant effect on production.
The third objective can be achieved by analyzing the allocative efficiency of the production factors used by farmers in watermelon farming. To address the third objective, the Marginal Product Value (MPVx) of the production factors is compared with the price of the production factors (Px), aiming for the ratio to be equal to 1. NPMxiPxi=1where
NPMxi – Marginal product value of the production factor Xi
Pxi – Price of the production factor Xi
If the value of NPMXi/PXi for each production factor is equal to one, it means the production factor Xi is used optimally. Conversely, if the value of NPMX/PX for each production factor is different from one, it means the use of the production factor X does not achieve economic efficiency.
Results and Discussion
Characteristics of Respondents
The respondents in this research are farmers engaged in watermelon farming in Kapuas Murung District and Mentangai District. A total of 55 farmers were sampled. The general characteristics of the respondents in this study include the age of the farmers, their education level, farming experience, and the number of family dependents (Table I). This general overview describes the characteristics of the farmers.
| Respondent characteristics | Number (people) | Percentage (%) |
|---|---|---|
| Based on age (years) | ||
| >35 | 3 | 5.5 |
| 36–45 | 14 | 25.5 |
| 46–55 | 18 | 36.4 |
| >55 | 20 | 32.7 |
| Education level | ||
| Did not complete elementary school or equivalent | 2 | 3.6 |
| Completed elementary school or equivalent | 29 | 52.7 |
| Completed junior high school or equivalent | 10 | 18.2 |
| Completed senior high school or equivalent | 14 | 25.5 |
| Farming experience (years) | ||
| 5–10 | 21 | 38.2 |
| 11–20 | 27 | 49.1 |
| >20 | 7 | 12,7 |
| Family dependents (people) | ||
| 1–2 | 24 | 43.6 |
| 3–4 | 26 | 47.3 |
| 5–6 | 5 | 9.1 |
Farmer Age
Based on the research results, the average age of watermelon farmers shows that the largest age group is 46–55 years, with 18 farmers (36.4%), while the smallest age group is over 35 years, with 3 farmers (5.5%). The younger the farmers, the more likely they are to perform farming tasks themselves, thus reducing the cost of external labor. Conversely, the older the farmers, the lower their work capacity, decision-making, and behavior in planting watermelons due to their physical condition. However, the older the farmers, the more significant the impact of their farming experience on their management behavior.
Education Level
Based on the research results, 70.9% of watermelon farmers have a low level of education, as most have only completed elementary to junior high school, with some farmers not having any formal education. The remaining 25.5% have completed senior high school.
Farming Experience
Based on the research results, the highest farming experience among respondent farmers is between 11 and 20 years, with 27 farmers (49.1%), while the lowest farming experience is over 20 years, with 7 farmers (12.7%). With a high level of farming experience, a farmer can manage their farming operations effectively.
Number of Family Dependents
Based on the research results, the number of family dependents among watermelon farmers ranges from 1 to 6 people. The majority of watermelon farmers have 3–4 family dependents, with 26 farmers (47.3%). The smallest number of family dependents is 5–6 people, with 5 farmers (9.1%). This is because many of the farmers’ children who are married move out to their own homes. The number of family members can influence the household income level.
Costs, Revenue, and Profit of Watermelon Farming
Fixed Costs
Fixed costs are expenses that do not depend on the volume of output. Based on the research results, the fixed costs of watermelon farming with an average land area of 1.54 hectares amount to an average of IDR 1,999,937 per farm or IDR 1,273,255 per hectare. The largest portion of these costs is spent on interest on capital, which accounts for 53.8% (Table II). This is due to the significant total costs incurred, with an interest rate on KUR (People’s Business Credit) of 6% per year. The smallest cost is PBB (Land and Building Tax), which accounts for 2.4%.
| No | Cost component | Per farm (IDR) | Per hectare (IDR) | Percentage (%) |
|---|---|---|---|---|
| 1 | Equipment depreciation | 424,928 | 270,529 | 21.2 |
| 2 | Land and building tax | 48,019 | 30,571 | 2.4 |
| 3 | Maintenance costs | 170,000 | 108,230 | 8.5 |
| 4 | Bank interest | 1,076,727 | 685,496 | 53.8 |
| 5 | Tractor rental | 280,263 | 178,429 | 14.0 |
| Total | 1,999,937 | 1,273,255 | 100 |
Total Cost
All fixed and variable costs incurred by farmers when cultivating watermelons in one growing season are added to the total cost.
Based on the research results, the total cost of watermelon farming is on average IDR 31,652,932 per farm or IDR 20,151,768.29 per hectare (Table III). Of this amount, the largest cost is variable costs, which account for 98.59%. This is due to the dependency on the scale of the farming operation, requiring significant input or production facilities.
| No | Cost component | Per farm (IDR) | Per hectare (IDR) | Percentage (%) |
|---|---|---|---|---|
| 1 | Fixed costs | 1,999,937 | 1,273,255 | 6.32 |
| 2 | Variable costs | 29,652,995 | 18,878,513 | 93.68 |
| Total | 31,652,932 | 20,151,768 | 100 |
Revenue
Based on the research, the average watermelon production per farm is 14,370 kg per year, with an average price of IDR 5,145 per kg. Based on the production and selling price per unit of production, the average revenue from watermelon farming is IDR 73,892,500 per farm, with an average revenue per hectare of IDR 48,142,783 per hectare (Table IV).
| No | Description | Per farm (IDR) | Per hectare |
|---|---|---|---|
| 1 | Production (kg) | 14,370 | 9,149 |
| 2 | Price of watermelon (IDR/kg) | 5,145 | 5,145 |
| Revenue (IDR) | 75,619,181.82 | 48,142,783 |
Profit
Based on the research conducted over one growing season in watermelon farming, with a revenue of IDR 73,892,500 per farm and an average revenue per hectare of IDR 48,142,783, and the total costs incurred by watermelon farmers amounting to IDR 30,077,923 per farm and IDR 19,149,042 per hectare, the profit obtained is IDR 45,541,259 per farm and IDR 28,993,740 per hectare (Table V).
| No | Description | Per farm (IDR) | Per hectare |
|---|---|---|---|
| 1 | Revenue | 75,619,182 | 48,142,783 |
| 2 | Total costs | 31,565,432 | 20,096,062 |
| Profit | 44,053,750 | 28,046,721 |
The Effect of Production Factors on Watermelon Farming
To determine the effect of production factors in watermelon farming, estimation was conducted using a Cobb-Douglas function regression analysis model, yielding the following results: Ln Y=3.888+0.175lnX1+0.106lnX2+0.167lnX3+0.423 lnX4+0.029lnX5+0.249 lnX6
Based on the F-test, the computed F-value (64.567) with a probability value of 0.000 < 0.05 (α = 5%), indicates that the null hypothesis H0 is rejected and H1 is accepted. This suggests that the land area (X1), seed quantity (X2), organic fertilizer amount (X3), inorganic fertilizer amount (X4), pesticide quantity (X5), and labor input (X6) collectively have a significant influence on watermelon production (Y).
T-test
The t-test is used to test the coefficients of the following variables in this research regression equation: land area (X1), seed quantity (X2), inorganic fertilizer amount (X4), organic fertilizer amount (X3), pesticide quantity (X5), and labor input (X6), which are the variables in this research regression equation. Watermelon production (Y) is the dependent variable here, and it is aimed at determining which independent variables significantly affect it. Here’s an explanation for each of these variables:
Production Factor Land Area (X1)
The variable of seed quantity significantly affects watermelon production, as indicated by the t-test result (t = 1.706) (Table VI) with a probability value of 0.094 < 0.1 (α = 10%). Therefore, H1 is accepted, and H0 is rejected, meaning that land area has a significant effect on watermelon production at a 10% significance level. In other words, an increase in land area by 1% can effectively increase watermelon production by 0.175%.
| Model | Unstandardized coefficients | t | Sig | Collinearity statistics | ||
|---|---|---|---|---|---|---|
| B | Standard error | Tolerance | Vif | |||
| Production (Y) | 3.888 | 0.635 | 6.124 | 0.000 | ||
| Land area (X1) | 0.175 | 0.103 | 1.706 | 0.094 | 0.336 | 2.979 |
| Seeds (X2) | 0.106 | 0.054 | 1.961 | 0.056 | 0.966 | 1.035 |
| Organic fertilizer (X3) | 0.167 | 0.095 | 1.752 | 0.086 | 0.214 | 4.670 |
| Inorganic fertilizer (X4) | 0.423 | 0.084 | 5.050 | 0.000 | 0.271 | 3.691 |
| Pesticides (X5) | 0.029 | 0.034 | 0.865 | 0.391 | 0.927 | 1.079 |
| Labor (X6) | 0.249 | 0.093 | 2.666 | 0.010 | 0.331 | 3.020 |
| R2-Adjusted = 0.876; F-hit = 64,567; p = 0.000 | ||||||
Production Factor Seed Quantity (X2)
The variable of seed quantity significantly affects watermelon production, as indicated by the t-test result (t = 1.961) (Table VII) with a probability value of 0.056 < 0.1 (α = 10%). Therefore, H1 is accepted, and H0 is rejected, meaning that seed quantity has a significant effect on watermelon production at a 10% significance level. In other words, an increase in seed quantity by 1% can effectively increase watermelon production by 0.106%
| No. | Independent variable | NPMxi | Pxi | Ki | Thit | Description |
|---|---|---|---|---|---|---|
| 1 | Land (X1) | 8,240,438 | 35,000,000 | 0.23 | 7.596 | Not efficient |
| 2 | Seed quantity (X2) | 31,390 | 205,000 | 0.15 | 10.897 | Not efficient |
| 3 | Organic fertilizer (X3) | 1,712 | 480 | 3.56 | 1.289 | Efficient |
| 4 | Inorganic fertilizer (X4) | 31,963 | 11,825 | 2.70 | 3.171 | Not efficient |
| 5 | Pesticides (X5) | 241,161 | 83,375 | 2.89 | 0.577 | Efficient |
| 6 | Labor (X6) | 136,044 | 100,000 | 1.36 | 0.708 | Efficient |
Production Factor Quantity of Organic Fertilizer (X3)
The variable of quantity of organic fertilizer significantly affects watermelon production, as indicated by the t-test result (t = 1.752) with a probability value of 0.086 < 0.1 (α = 10%) (Table VI). Therefore, H1 is accepted, and H0 is rejected, meaning that the quantity of organic fertilizer has a significant effect on watermelon production. In other words, an increase in the quantity of organic fertilizer by 1% can effectively increase watermelon production by 0.167%.
Production Factor Quantity of Inorganic Fertilizer (X4)
The variable of quantity of inorganic fertilizer significantly affects watermelon production, as indicated by the t-test result (t = 5.050) with a probability value of 0.000 < 0.01 (α = 1%) (Table VI). Therefore, H1 is accepted, and H0 is rejected, meaning that the quantity of inorganic fertilizer has a significant effect on watermelon production. In other words, an increase in the quantity of inorganic fertilizer by 1% can effectively increase watermelon production by 0.423%.
Production Factor Quantity of Pesticides (X5)
This is evident from the t-test that the variable quantity of pesticides does not have a significant effect on watermelon production (t = 0.865) with a probability value of 0.39 > 0.1 (α = 10%) (Table VI). This indicates that the quantity of pesticides does not significantly affect watermelon production. Hence, H0 is accepted, and H1 is rejected.
Production Factor Quantity of Labor (X6)
The variable quantity of labor significantly affects watermelon production, as evidenced by the t-test result (t = 2.666) with a probability value of 0.010 < 0.1 (α = 10%). Therefore, H1 is accepted, and H0 is rejected, meaning that the quantity of labor has a significant effect on watermelon production. In other words, an increase in labor quantity by 1% can increase watermelon production by 0.249%.
Analysis of Allocative Efficiency of Production Factors in Watermelon Farming
Based on the research findings, it is evident that the use of organic fertilizer, pesticides, and labor in watermelon farming is efficient. However, the use of land area, seeds, and inorganic fertilizers is still inefficient.
Production Factor Land Area
The land area has a marginal productivity value (NPMx1) of IDR 8,240,438. The price of land area as a production factor (PX1) is IDR 35,000,000 per hectare. The NPMx1 value indicates that each additional hectare of cultivated land for watermelon farming would increase revenue by IDR 8,240,438. The price efficiency index (Ki) between the marginal product of land area (NPMX1) and the price of land area (PX1) is 0.23, with a t-value (7.596) > t-table (1.676) at α = 5%. Therefore, H1 is accepted, and H0 is rejected, meaning that land area is inefficiently used (Table VII).
Production Factor Seed Quantity
Seeds have a marginal productivity value (NPMx2) of IDR 31,390. The price of seeds as a production factor (PX2) is IDR 205,000 per gram. Based on this NPMx2 figure, each additional kilogram of seeds used to manage watermelon production will generate an increase in revenue of IDR 31,390. With a t-value (10.897) > t-table (1.676) at α = 5%, the price efficiency index (Ki) between the price of seed quantity (PX2) and the marginal product of seed quantity (NPMX2) is 3.07. The rejection of H0 and acceptance of H1 indicate that seeds are inefficiently used.
Production Factor Organic Fertilizer
Organic fertilizer has a marginal productivity value (NPMx3) of IDR 1,717. The price of organic fertilizer as a production factor (PX3) is IDR 480 per kilogram. The NPMX3 value indicates that each additional kilogram of organic fertilizer used for watermelon farming would increase revenue by IDR 1,717. With a t-value (1.289) < t-table (1.676) at α = 5%, the price efficiency index (ki) between the price of organic fertilizer (PX3) and the marginal product of organic fertilizer (NPMX3) is 3.56. The fact that H0 is accepted and H1 is rejected indicates that organic fertilizer is efficiently used.
Production Factor Inorganic Fertilizer
Inorganic fertilizer has a marginal productivity value (NPMX4) of IDR 31,963. The price of inorganic fertilizer as a production factor (PX4) is IDR 11,825 per kilogram. This NPMX4 value means that each additional kilogram of inorganic fertilizer used in watermelon farming will increase revenue by IDR 31,963. With a t-value (3.171) > t-table (1.676) at α = 5%, the price efficiency index (Ki) for inorganic fertilizer is 2.70. Therefore, the rejection of H0 and acceptance of H1 indicate that inorganic fertilizer is inefficiently used.
Production Factor Pesticides
The marginal productivity value (NPMX5) of pesticides is IDR 241,161. The price of pesticides as a production factor (PX5) is IDR 83,375 per liter. Based on this NPMX5 value, each additional liter of pesticides used for watermelon cultivation will increase revenue by IDR 241,161. With a t-value (0.577) < t-table (1.676) at α = 5%, the price efficiency index (Ki) for pesticides is 2.89. Therefore, the acceptance of H0 and rejection of H1 indicate that pesticides are efficiently used.
Production Factor Labor
Labor has a marginal productivity value (NPMX6) of IDR 136,044. The price of labor as a production factor (PX6) is IDR 100,000 per HOK (Working Day). This NPMX6 value means that each additional use of labor for watermelon farming by one HOK will increase revenue by IDR 136,044. The price efficiency index (Ki) between the marginal product of labor quantity (NPMx6) and the price of labor quantity (PX6) is 1.36, with a t-value (0.708) < t-table (1.676) at α = 5%. Therefore, the acceptance of H0 and rejection of H1 indicate that labor is efficiently used.
Conclusion and Recommendations
Conclusion
- The average cost incurred in watermelon farming is IDR 31,652,932 per farm. The average revenue obtained from watermelon farming in Kapuas Regency is IDR 75,619,181.82 per farm, and the average profit earned by watermelon farmers is IDR 45,541,259 per farm.
- The results of the Cobb-Douglas production function analysis indicate that production factors, including land area, seed quantity, organic fertilizer, inorganic fertilizer, pesticides, and labor, collectively (simultaneously) have a significant effect on watermelon production. Conversely, partial testing shows that five production factors—land area, seed quantity, organic fertilizer, inorganic fertilizer, and labor—have a significant effect on production, while pesticides do not have a significant effect.
- In the efficiency analysis, three production factors—organic fertilizer, labor, and pesticides—are used efficiently, where their marginal product equals the factor input price. However, the use of land area, seeds, and inorganic fertilizer is inefficient and needs to be increased to achieve efficiency.
Recommendations
Based on the results of watermelon farming research in Kapuas Regency:
- Farmers are encouraged to pay closer attention to the use of production factors that significantly affect watermelon yields. Increasing productivity will enhance watermelon production, resulting in greater profits.
- The use of pesticides should strictly adhere to guidelines and recommended procedures. It is advisable to apply pesticides according to the recommendations of agricultural extension services in watermelon farming operations.
- The Kapuas Regency agricultural department should provide intensive cultivation guidance to local farmers, particularly focusing on seedling techniques. This support will help them develop their farming practices effectively.
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