EDB — 14T

Exercises

1. [14T] Prerequisites:Riemann integral.

   Given a continuous function \(f=f(x,y):ℝ×[0,1]→ℝ\), setting

   \[ g(x)=∫_ 0^ 1 f(x,y) \mathrm{d} y\quad , \]

   show that \(g\) is continuous.

   Solution 1

   [14V]↺↻