Question: On which derivative rule is the substitution rule for integrals based? The composite function f(g(x)) consists of an inner function g and an outer function

 On which derivative rule is the substitution rule for integrals based?

On which derivative rule is the substitution rule for integrals based? The composite function f(g(x)) consists of an inner function g and an outer function f. If an integrand includes f(g(x)), which function is often a likely choice for a new variable u? Explain why the following is true. Show all steps! nts [ F(x )f ( x ) dx = = ( F ( * ) ) 2 + c Evaluate the following integral using tabular integration: 2exx*dx oints

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