® Integration by parts
Chapter 7: INTEGRALS · MATHEMATICS PART-2 · EN medium
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® Integration by parts For given functions f and f , we have , i.e., the integral of the product of two functions = first function × integral of the second function – integral of {differential coefficient of the first function × integral of the second function}. Care must be taken in choosing the first function and the second function. Obviously, we must take that function as the second function whose integral is well known to us.
📖 ncert book class 12 maths part 2 chapter 1 · Page 65
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® Integration by parts For given functions f and f , we have , i.e., the integral of the product of two functions = first function × integral of the second function – integral of {differential coefficient of the first function × integral of the second function}. Care must be taken in choosing the first function and the second function. Obviously, we must take that function as the second function whose integral is well known to us.
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