9000066001 | math4u.vsb.cz

SubArea:

Primitive function

Level:

Project ID:

9000066001

Accepted:

1

Easy:

1

Identify the formula for integration by parts.

\int u (x) v^{'} (x) d x = u (x) v (x) - \int u^{'} (x) v (x) d x

\int u (x) v (x) d x = u^{'} (x) v^{'} (x) - \int u^{'} (x) v (x) d x

\int u^{'} (x) v^{'} (x) d x = u (x) v (x) - \int u^{'} (x) v (x) d x

\int u (x) v^{'} (x) d x = u (x) v (x) + \int u^{'} (x) v (x) d x