Question

Simplify. Assume all vari b^((4)/(5))*b^((12)/(5)) Write your answer in the

Answer 1

To simplify the expression b^((4)/(5))*b^((12)/(5)), we can add the exponents to get b^(((16)/(5))) and simplify further to b^3 * b^((1)/(5)).

Step-by-step explanation:

To simplify the expression b^((4)/(5))*b^((12)/(5)), we can add the exponents since the base is the same. Adding the exponents gives us b^(((4)/(5)) + ((12)/(5))) = b^(((16)/(5))). In the numerator, 16 divided by 5 gives us a whole number of 3 and a remainder of 1. Therefore, the simplified expression is b^3 * b^((1)/(5)).

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