` secx (dy)/(dx) -y = sin x `

1.	` secx (dy)/(dx) -y = sin x `
Answer» Correct Answer - `y = Ce^(sin x ) - (1+ sin x )` ` (dy)/(dx ) - (cos x )y= sinx cos x ` `IF = e ^(-int cos xdx ) = e ^(-sin x )` ` therefory y xx e ^(-sinx ) = int (sin x cos x ) e ^(-sinx ) dx +C ` ` " " =int underset ("I")t underset ("II") e^(-t) dt +C `, where ` sin x = t `.

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