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? 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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