Question

How do you find s[h(x)] if `s(x) = 2^x` and `h(x) = x^2`?

Answer 1

`s(h(x))=2^(x^2)`

Explanation:

`s(h(x))` is a way of saying put `h(x)` in `s(x)`.

In other words, take `x^2`, and plug it in the spot where `x` is in `2^x`.

`s(h(x))=2^(x^2)`