Question

If a^(b/4) = 16 for positive integers a and b, what is one possible value of b?.

Answer 1

Answer:

Step-by-step explanation:

$a^{(\dfrac{b}{4})} = 16\\\\\\Both \ sides \ raise \ to \ 4\\\\(a^{\dfrac{b}{4}})^{4} = 16^{4}\\\\a^{\dfrac{b}{4}*4}=16^{4}\\\\a^{b}=16^{4}$

b = 4