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Using methods other than trigonometric substitution to evaluate integrals.
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I was wondering if there are other ways to solve integrals that one would typically use trig substitution to solve. So for example, if we had the integral of 6/the square root of 121-25(x2). Can we rewrite the equation or manipulate it in any way that would give us a way to solve without using the inverse of sin(x)?

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1 year ago