- #1
Karlisbad
- 131
- 0
Let be [tex] F(x)=\int dx f(x) [/tex] my question is if F(x) is continuous (but not differentiable ) does the Mean-value theorem for integrals hold?..
a<c<b and [tex] f(c)(b-a)=\int_{a}^{b} dx f(x) [/tex] ?...
a<c<b and [tex] f(c)(b-a)=\int_{a}^{b} dx f(x) [/tex] ?...