For the production function $Q = 20 \sqrt { K L }$ , the equation for a typical isoquant is
A) $K = \frac { 20 L } { Q ^ { 2 } }$
B) $K = \frac { Q ^ { 2 } } { 20 L }$
C) $L = \frac { K } { 20 Q }$
D) $K = 20 ( Q L ) ^ { 2 }$

Question

Quizplus · Accepted Answer

The production function is $Q = 20 \sqrt{KL}$, which we can rewrite as $K = \frac{Q^2}{20L}$ by solving for K. This represents a typical isoquant since it shows the combinations of K and L that produce a given output level Q.

For the Production Function Q=20KLQ = 20 \sqrt { K L }Q=20KL​

For the Production Function $Q = 20 \sqrt { K L }$