What is (sec^3(y))(2xsin(y)-cos^3(y)) ?

The solution to (sec^3(y))(2xsin(y)-cos^3(y)) is sec^3(y)(2xsin(y)-cos^3(y))

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simplify (sec^3(y))(2xsin(y)-cos^3(y))

simplify

(sec^{3} (y)) (2 x sin (y) - cos^{3} (y))

sec^{3} (y) (2 x sin (y) - cos^{3} (y))

Solution steps

(sec^{3} (y)) (2 x sin (y) - cos^{3} (y))

Apply rule:

(a) = a

(sec^{3} (y)) = sec^{3} (y)

= sec^{3} (y) (2 x sin (y) - cos^{3} (y))

\frac{- 2 x ( x + 1 ) e ^{2} + 3 e ^{2 x} - 3}{2 e ^{2}}

\frac{\partial}{\partial x} ((z) (sin (z) - x yz))

(e^{3 x} - e^{- 3 x}) (e^{3 x} + e^{- 3 x})

- 3 (5 + 7)

a (1, - 3) b (5, 6)

What is (sec^3(y))(2xsin(y)-cos^3(y)) ?
The solution to (sec^3(y))(2xsin(y)-cos^3(y)) is sec^3(y)(2xsin(y)-cos^3(y))