*Md. Tanvir Ahmed
Seed and Agro Enterprise, BRAC, Bangladesh
Sudhir Chandra Nath
Seed and Agro Enterprise, BRAC, Bangladesh
S.S.R.M. Mahe Alam Sorwar
Seed and Agro Enterprise, BRAC, Bangladesh
Md. Harun -OR-Rashid
Seed and Agro Enterprise, BRAC, Banglades
Cost-effectiveness, Resource use efficiency, Sensitivity analysis, Sweet potato production
Two major sweet potato growing districts of Bangladesh namely Jamalpur and Netrokona
Socio-economic and Policy
The study was carried out during January 2013 to August 2013 in two major sweet potato growing districts of Bangladesh namely Jamalpur and Netrokona. Shorisabari and Sadar upazila (Sub-district) were purposively selected for the study from Jamalpur and Netrokona district, respectively. Stratified random sampling technique was used to identify the sample farmers. Not all farmers from the study area cultivate sweet potato. Hence, they were stratified into two groups; sweet potato cultivars and non-sweet potato cultivars. Sample farmers were randomly selected from the sweet potato cultivar group. A total of 100 farmers that is 50 from each district were taken for the study. A questionnaire was prepared for collecting information from the sample farmers. Primary data were taken regarding the socio-economic characteristics of sample farmers, input used in sweet potato cultivation, cost of different inputs, prices of output and yield of sweet potato through field survey. Descriptive statistics (mean, average, percentage etc.) and tabular analysis was done to analyze the data. Profitability of sweet potato was examined on the basis of gross return, net return and benefit cost ratio (BCR). Cobb-Douglas form of production function was used to determine the effects of key variables to the production of sweet potato. Statistical software (STATA 12) was used to do the regression analysis. The Cobb-Douglas production function model is as follows:
Y = aX1 b1X2 b2X3 b3X4 b4X5 b5X6 b6 X7 b7 eui ................... (1)
The function was transformed into the following double log or log linear form;
ln Y = ln a + b1ln X1 + b2ln X2 + b3ln X3 + b4ln X4 + b5ln X5 + b6ln X6 + b7ln X7 + Ui
Where, Y = Gross return (BDT/ha) X1 = Age of farmer (years) X2 = Experience of sweet potato cultivation (years) X3 = Farm size (ha) X4 = Cost of vine/planting materials (BDT/ha) X5 = Cost of land preparation (BDT/ha) X6= Cost of fertilizer (BDT/ha) X7 = Cost of labor (BDT/ha) a = Intercept b1, b2, b3, b4, b5, b6, b7, = Production coefficient of the respective variable inputs Ui = Error term
Calculation of resource use efficiency: To accomplish the objective of profit maximization for efficient allocation of resources, one should use more of the variable resource so long as the value of the added production is greater than the cost of the added amount of the resource used in producing it. The standard way to examine such efficiency is to compare marginal value product (MVPs) with marginal factor costs (MFCS) of each variable input. Resource use efficiency of an input is calculated using the basic economic formula;
MVP/MFC=1
The resource is considered to be efficiently used as well as profit will be maximized when the ratio of MVP to factor MFC approaches one, if in other words MVP and MFC for each input are equal. If the ratio is greater than 1, the resource is underused and the gross return could be increased by using more of the resource and if it is less than 1, the resource is overused and the excess use of resource should be decreased to minimize the loss (Taru, 2008).
Journal of Agricultural Economics and Rural Development Vol. 2(2), pp. 026-031, July 2015
Journal