Integration by substitution is related to what differentiation method? What type of integrand suggests using integration by su
bstitution? Integration by substitution is related to what differentiation method? A. Integration by substitution is related to the exponential rule and logarithm rule. B. Integration by substitution is related to the power rule and quotient rule. C. Integration by substitution is related to the chain rule. D. Integration by substitution is related to the sum or difference rule.
Integration by substitution is an integration method meant to "undo" the chain rule for differentiation. This method is useful for some integrands containing compositions of functions.
For example, substitution is good for finding the antiderivative of 2x•cos(x^2). The quadratic function nested inside the cosine function suggests that substitution might be useful. And it is... the antiderivative is sin(x^2)+C
Just follow this operation. Find the two perfectly squared factors the multiple to your number. Take the square root of those perfect factors then multiple them.
