How do you solve #g(y) = 6*(1/2)^y# for #y=2#?

1 Answer
kevincmiles1921
Mar 24, 2018

#g(2) = frac{3}{2}#

Explanation:

Substitute 2 for y in the original function:
#g(2) = 6 * (frac{1}{2})^2#

First, simplify #(frac{1}{2})^2#:
#g(2) = 6 * frac{1}{4}#

Next multiply #6 * frac{1}{4}#:
#g(2) = frac{6}{4}#

Then simplify the fraction #frac{6}{4}#:
#g(2) = frac{3}{2}#

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