y=e^x * cosx
y'=(e^x)'cosx+e^x(cosx)'
=e^xcosx-e^xsinx
=e^x(cosx-sinx)
y=x^3-1/sinx
y'=(x^3)'-(1/sinx)'
=2x^2-(-1/sin^2 x)(sinx)'
=2x^2+cosx/sin^2 x
y=e^x * cosx
y'=(e^x)'cosx+e^x(cosx)'
=e^xcosx-e^xsinx
=e^x(cosx-sinx)
y=x^3-1/sinx
y'=(x^3)'-(1/sinx)'
=2x^2-(-1/sin^2 x)(sinx)'
=2x^2+cosx/sin^2 x