About: Integration by trigonometric substitution   Sponge Permalink

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Integration by trigonometric substitution is a technique of integration that involves substituting some function of x for a trigonometric function. As a general rule, when taking an antiderivative of a function in the form , the substitution is usually the best option. For and , the substitutions and (respectively) are usually the best options.

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  • Integration by trigonometric substitution
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  • Integration by trigonometric substitution is a technique of integration that involves substituting some function of x for a trigonometric function. As a general rule, when taking an antiderivative of a function in the form , the substitution is usually the best option. For and , the substitutions and (respectively) are usually the best options.
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  • Integration by trigonometric substitution is a technique of integration that involves substituting some function of x for a trigonometric function. As a general rule, when taking an antiderivative of a function in the form , the substitution is usually the best option. For and , the substitutions and (respectively) are usually the best options.
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