What is the correct formula for the isoquant associated with K=10 and L=10
Solution:
Cobb Douglas production function: Q = 10K0.3L0.6
The general formula of an isoquant in this production function is: "K=\\frac{Q}{L}"
First derive Q: Where K = 10, and L = 10
Q = "(10) (10^{0.3} ) \\times (10^{0.6} )"
= "19.95 \\times 3.98 = 79.43"
Q = 79.43
Therefore, the correct isoquant formula:
"K=\\frac{Q}{L}"
"K=\\frac{79.43}{L^{0.6} }"
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