Answered

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Given that g(x) =x^5, find (g o g)(x).

Sagot :

[tex]g(x) = x^5\qquad \qquad (g\circ g)(x)\implies g[~~g(x) ~~] \\\\\\ g[~~g(x) ~~] = [g(x)]^5\implies g[~~g(x) ~~] = [x^5]^5\implies g[~~g(x) ~~] =x^{25}[/tex]

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