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SOLVED: using trigonometric substitution Do not use Transfarm the following antiderivative calculator or other machlne assistance x2 + 25 dx substitution starts with the substitution This trigonometric tano) opposlte appears In right
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![College/Calculus 2/ Arc Length] So I was stuck on a problem and searched it up in an antiderivative calculator. It presented me this step within its factorization that has me scratching my](https://preview.redd.it/4lxr6ybzl2s81.png?width=644&format=png&auto=webp&s=1e4cef42eaf250007c22a2afac083196ecc1fe64 "College/Calculus 2/ Arc Length] So I was stuck on a problem and searched it up in an antiderivative calculator. It presented me this step within its factorization that has me scratching my")
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SOLVED: With the definite integral, we find an integral (a.ka the antiderivative) of a function, let'call it Flx) , evaluate it at two points and band take the difference Example x2dx 3
