PROOF 143
Prove.
Integration by parts is the product rule read backwards
On a closed interval.
Definition D1
G is an antiderivative of h on an interval if G′ = h at every point of that interval.
Proof.
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PROOF 143
Integration by parts is the product rule read backwards
On a closed interval.
Definition D1
G is an antiderivative of h on an interval if G′ = h at every point of that interval.
Proof.
Related labs