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Integration 4t√t+adt

User Justin Smith
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Answer:

Explanation:

Integration (4t√t+a)dt


\int \left ( 4 t\sqrt t +a \right )dt\\\\=\int\left ( 4 t^{((3)/(2))} +a\right ) dt\\\\= 4* 2* \frac{t^{(5)/(2)}}{5} + a t\\\\= 8 \frac{t^{(5)/(2)}}{5} + a t

User Arshovon
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