Suppose k grows at a rate $\bar { g } _ { k } = 6$ percent and l grows at a rate $\bar { g } _ { i} = 9$
Percent. If $y = k ^ { \frac { 1 } { 3 } } l ^ { - \frac { 4 } { 3 } }$,
Then y grows at:
A) -6 percent
B) 5 percent
C) 6 percent
D) -10 percent
E) 12 percent

Question

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The Answer of Suppose k grows at a rate $\bar { g } _ { k } = 6$ percent and l grows at a rate $\bar { g } _ { i} = 9$
Percent. If $y = k ^ { \frac { 1 } { 3 } } l ^ { - \frac { 4 } { 3 } }$,
Then y grows at:
A) -6 percent
B) 5 percent
C) 6 percent
D) -10 percent
E) 12 percent

Suppose K Grows at a Rate gˉk=6\bar { g } _ { k } = 6gˉ​k​=6

Suppose K Grows at a Rate $\bar { g } _ { k } = 6$