- #1
Nusc
- 760
- 2
Hello,
I was wondering where I can find a proof to the following theorem:
If F is differentiable at every pt. of [a,b] and if F' is lebesque on [a,b] then
F(x) = int(f,dt,a,x) a<=x<=b.
And the converse.
He gives the theorem are page 324 and a reference in his bibliography. I was wondering where I detailed proof for this theorem.
I was wondering where I can find a proof to the following theorem:
If F is differentiable at every pt. of [a,b] and if F' is lebesque on [a,b] then
F(x) = int(f,dt,a,x) a<=x<=b.
And the converse.
He gives the theorem are page 324 and a reference in his bibliography. I was wondering where I detailed proof for this theorem.