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Evaluate ∫(9x+16) dx. Here C is the constant of integration.

Evaluate ∫(9x+16) dx. Here C is the constant of integration.-example-1

1 Answer

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Given


\int(9x+16\rparen dx

Find

Evaluate the integration

Step-by-step explanation

as we know


\begin{gathered} \int x^ndx=(x^(n+1))/(n+1) \\ \\ \int adx=ax \end{gathered}

so ,


\begin{gathered} \int(9x+16\rparen dx \\ (9x^2)/(2)+16x+C \end{gathered}

Final Answer

Hence , on evaluation we obtain .


(9x^2)/(2)+16x+C

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