Math, asked by nazrin1012, 4 months ago

find integral of sinxy with respect to x

Answers

Answered by mathdude500
2

Question :-

\bf \:Evaluate \: ∫ sinxy \: dx

Answer

\begin{gathered}\Large{\bold{\pink{\underline{Formula \:  Used \::}}}}  \end{gathered}

\bf \:∫ sinx \: dx =  - cosx \:  +  \: c

\begin{gathered}\Large{\bold{\red{\underline{CaLcUlAtIoN}}}}  \end{gathered}

\begin{gathered}\bf\red{Consider} \end{gathered}

\bf \:∫ sinxy \: dx

\bf\implies \: - \dfrac{cos \: xy}{y}  + c


nazrin1012: what if it was (x+y) in the place of xy??
mathdude500: -cos(x+y) + c
nazrin1012: ok thanks
Similar questions