Question
Asked Nov 19, 2019
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Integral of arcsin(t) (dt) using trig substitution

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Expert Answer

Step 1

To determine the integral using trigonometric substitution.

Step 2

Given:

Jarcsin (f)dt
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Jarcsin (f)dt

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Step 3

Let t = sin (x...

tsin(x)
dt cos (x) dx
Jarcsin() d =aresin (sin (x)) cos (x) d
-fx cos (x)d
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tsin(x) dt cos (x) dx Jarcsin() d =aresin (sin (x)) cos (x) d -fx cos (x)d

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Tagged in

Math

Calculus

Integration