Answer:
Step-by-step explanation:
This question really threw me at first, even after graphing the equation I still didn't believe the answer.
(8^1/3) ^2 = 4^x
8^2/3 = 4^x Any fractional power is a root function
x^1/2 = square of x or √x
x^ 1/3 is the is the cubic root of x or ∛x
My first thought was to multiply the 1/3 times 2 (the square).
It is more oblivious if you find the cubed of 8 and then apply the square
(∛8)² = 2² = 4 so 4 is equal to 4^x 4 = 4^x if x =1
