alyafey22
Gold Member
MHB
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- 2
I know we have the following
$$ \big | \int^{b}_{a} f(t) \, dt \big | \leq \int^{b}_{a} |f(t)|\, dt$$
1- How to prove the inequality ,what are the conditions ?
2- Does it work for improper integrals ?
$$ \big | \int^{b}_{a} f(t) \, dt \big | \leq \int^{b}_{a} |f(t)|\, dt$$
1- How to prove the inequality ,what are the conditions ?
2- Does it work for improper integrals ?