Geometry
Inverse Trigonometric Functions

In general, we don’t need to actually solve an equation to determine the value of an inverse trig function. All we need to do is look at a unit circle. So, in this case we’re after an

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Intro to inverse trig functions (article)

What are the Formulas of Inverse Trig Integrals? The formulas of inverse trig integrals are as follows: ∫ sin-1 x dx = x sin-1 x + √(1 - x 2) + C; ∫ cos-1 x dx = x cos-1 x - √(1 - x²) + C; ∫ tan-1 x
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Finding inverse trig derivatives

We’ll start with the definition of the inverse tangent. y =tan−1x ⇒ tany = x y = tan − 1 x ⇒ tan y = x The denominator is then, sec2(tan−1x) = sec2y sec 2 ( tan − 1 x) = sec 2 y Now

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