Question

F(x)=4•2^2x,g(x)=2^4x+2, and h(x)=4^2x+1

Answer 1

Let's use the following property:

`x^y\cdot x^z=x^(y+z)`
`\begin{gathered} f(x)=4\cdot2^(2x) \\ g(x)=2^(4x+2)=2^(4x)\cdot2^2=4\cdot2^(4x) \\ h(x)=4^(2x+1)=4^(2x)\cdot2^{1^{}}=2\cdot4^(2x) \\ \text{Therefore:} \\ \text{None of them are equivalent} \end{gathered}`