Use a substitution of the form $$ u=a x+b $$ to evaluate the indefinite integral below. $$ \int \sqrt{2 x+6} d x $$ $$ \int \sqrt{2 x+6} d x=\square $$

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Warren Ruiz · Accepted Answer

$$ \int \sqrt{2x + 6} \, dx = \frac{1}{3} (2x + 6)^{3/2} + C $$

Use a substitution of the form \( u=a x+b \) to evaluate the indefinite integral below. \( \int \sqrt{2 x+6} d x \) \( \int \sqrt{2 x+6} d x=\square \)

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Use a substitution of the form \( u=a x+b \) to evaluate the indefinite integral below. \( \int \sqrt{2 x+6} d x \) \( \int \sqrt{2 x+6} d x=\square \)

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Solución paso a paso

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