What is cos(arcsin(6x^5)) ?

The solution to cos(arcsin(6x^5)) is sqrt(1-36x^{10)}

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simplify cos(arcsin(6x^5))

simplify

cos (arcsin (6 x^{5}))

1 - 36 x^{10}

Solution steps

cos (arcsin (6 x^{5}))

Use the following identity:

cos (arcsin (x)) = 1 - x^{2}

= 1 - (6 x^{5})^{2}

Simplify

= 1 - 36 x^{10}

sin (x) sin (- 4 x)

3 sin (4 \cdot x + 5 π)

cos (arccos (\frac{- x}{3}))

sin (x + 21 0^{\circ})

sin (x + π) + sin (x - π)

What is cos(arcsin(6x^5)) ?
The solution to cos(arcsin(6x^5)) is sqrt(1-36x^{10)}