Math, asked by tabish9252, 6 months ago

Integration cos cube root x

Answers

Answered by rajdheerajcreddy
0

Answer:

\int {cos(\sqrt[3]{x} )}  dx =3(x^{\frac{2}{3} }sin(\sqrt[3]{x} )+2\sqrt[3]{x} cos(\sqrt[3]{x} )-2sin(\sqrt[3]{x} ))+c

Step-by-step explanation:

Take  (\sqrt[3]{x} )= t  and apply uv rule of integration and finally substitute    

                                                                                                           (\sqrt[3]{x} )= t

to get the answer.

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