Let g(x) = x. Find(a) g(5s + 2) (b) g(x + 2) (c) 3g(5x)(d)1g(x) (e) g(g(x)) (f )

Chapter 0, Problem 30

(choose chapter or problem)

Let $g(x)=\sqrt{x}$. Find

(a) $g(5 s+2)$

(b) $g(\sqrt{x}+2)$

(d) $\frac{1}{g(x)}$

(e) $g(g(x))$

(f) $(g(x))^{2}-g\left(x^{2}\right)$

(g) $g(1 / \sqrt{x})$

(h) $g\left((x-1)^{2}\right)$

(i) $g(x+h)$.

Equation Transcription:

$g(x)=\sqrt{x}$

$g(5s+2)$

$g(\sqrt{x}+2)$

$3g(5{x}_{\ })$

$\frac{1}{g(x)}$

$g(g(x))$

$(g(x){)}^{2}-g({x}^{2})$

$g(1/\sqrt{x})$

$g((x-1{)}^{2})$

$g(x+h)$

Text Transcription:

g(x)=sqrt x

g(5s+2)

g(sqrt x+2)

3g(5x)

1/g(x)

g(g(x))

(g(x))^2-g(x^2)

g(1/sqrt x)

g((x-1)^2)

g(x+h)

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