- #1
albert2008
- 12
- 0
Dear People would someone be able to explain in more detail this problem. I can't follow the answer.
a=alpha (its a superscript)
Y/L =(K/L)^α (E)^1-α
These are steps to get to final answer
Y/L=K^a/L^-a * E/E^a Step 1 - rewrite
Y=K^a/L^a * EL/E^a Step2 multiply by L
How did L^-a became L^a after multiplying by L. Is this rule of negative exponent??
Now with some algebra, we can rearrange it; Step 3
Y=K^a * EL/(EL)^a
please help me understand in detail how you end up with K^a after multiplying by L. How can L cancel out L^a
Answer
Y=K^a (EL)^1-a
Gog Bless
a=alpha (its a superscript)
Y/L =(K/L)^α (E)^1-α
These are steps to get to final answer
Y/L=K^a/L^-a * E/E^a Step 1 - rewrite
Y=K^a/L^a * EL/E^a Step2 multiply by L
How did L^-a became L^a after multiplying by L. Is this rule of negative exponent??
Now with some algebra, we can rearrange it; Step 3
Y=K^a * EL/(EL)^a
please help me understand in detail how you end up with K^a after multiplying by L. How can L cancel out L^a
Answer
Y=K^a (EL)^1-a
Gog Bless