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<br />determined by the application at hand. <br /> <br />A 19 sector model was constructed with the benchmark data set for 1982. The outputs of the 19 <br />sectors of the economy are produced with inputs oflabor, capital, land (where applicable), and an <br />intermediate good. The intermediate good is a composite commodity with the weights <br />determined by the input-output coefficients from the baseline data set. The production function <br />is defined as a constant returns Cobb-Douglas over the primary factors: <br /> <br />X D = A L a'L K a,x <br />i ; ; ; <br /> <br />(this is the expression for the non-agriculture sectors) where a;l., + a,K = I and A; is a constant. <br /> <br />The primary factors account for the output net of that explained by the intermediate good and the <br />imports used in that intermediate good. This residual is labeled the unit value added. and it is <br />defined as: <br /> <br />VA <br />P,. = P- r.p .a..- t.- M <br />, iii' , , <br /> <br />where the second term represents the value of the intermediate input to good 1, I, the indirect <br />taxes, and M; the imports used to produce good 1. This unit value added is attributed to the labor <br />and capital (also land) inputs from the region. Profit maximization requires that these factors be <br />hired to the point that their price equals their marginal value added: <br /> <br />[ DJ <br />VA ax; <br />P; aL; = a;LW <br /> <br />The factor markets clear when this condition is met and when the sum of labor (capital, land) <br />demanded equals the sum supplied. <br /> <br />There are three households in the economy classified as High Income, Middle Income, and Low <br /> <br />...- <br />.I <br /> <br />17 <br />