∫0^1 sin^-1((x)/(2)) dx = -(π)/(6) + √(3) - 2 k = ?

Name: ∫0^1 sin^-1((x)/(2)) dx = -(π)/(6) + √(3) - 2 k = ?
Uploaded: 2023-04-12T11:07:07-08:00
Duration: 1 min 29 s
Channel: Numerade
Description: ∫0^1 sin^-1((x)/(2)) dx = -(π)/(6) + √(3) - 2 k = ?

Question

∫0^1 sin^-1((x)/(2)) dx = -(π)/(6) + √(3) - 2  k = ?

Urvashi Arora · Answer

Hello the question is taken from calculus and the question is we need to evaluate the value of t

Ankit Singh · Answer

So in this problem basically we need to use the half angle identities to find the value of sine

Ankit Singh · Answer

So basically we need to verify this identity. So we&#x27;ll take left and side and that is simply 10

Mrinal Rana · Answer

So in the question, we need to find what ff minus 2 is. So we just sub in minus 2 plus 15. This

Ankit Singh · Answer

So basically we need to simplify this particular expression in this it is given that 8 upon 2 so

Question

$\int_0^1 \sin^{-1}(\frac{x}{2}) dx = -\frac{\pi}{6} + \sqrt{3} - 2 \implies k = ? $

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