EDB — 1G2

Exercises

1. [1G2] Prerequisites:Riemann integral, [14W]↺↻, [14T]↺↻, [1FZ]↺↻.Let

   $$h(t)={\int }_{a(t)}^{b(t)}f(t,z)\mathbb{d}z$$

   where $a,b,f$ are $C^1$ class functions: show that $h$ is class $C^1$ and calculate the derivative.

   Solution 1

   [1G3]↺↻