Exercise 8.3.2

Assume $h (x)$ and $k (x)$ have continuous derivatives on $[a, b]$ and derive the integration-by-parts formula

\int_{a}^{b} h (t) k^{'} (t) dt = h (b) k (b) - h (a) k (a) - \int_{a}^{b} h^{'} (t) k (t) dt

Answers

See Exercise 7.5.6 (a).

ulissemini

2022-01-27 00:00