Suppose $Q = \sqrt { \bar { K } L }$ in the short-run. The firm's short-run variable cost curve is:
A) $S F C = \frac { Q ^ { 2 } } { K }$
B) $S F C = \frac { w Q ^ { 2 } } { \bar { K } } + r \bar { K }$
C) $S F C = w Q ^ { 2 } / -$
D) $S F C = r \bar { K }$

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The Answer of Suppose $Q = \sqrt { \bar { K } L }$ in the short-run. The firm's short-run variable cost curve is:
A) $S F C = \frac { Q ^ { 2 } } { K }$
B) $S F C = \frac { w Q ^ { 2 } } { \bar { K } } + r \bar { K }$
C) $S F C = w Q ^ { 2 } / -$
D) $S F C = r \bar { K }$

Suppose Q=KˉLQ = \sqrt { \bar { K } L }Q=KˉL​

Suppose $Q = \sqrt { \bar { K } L }$