Prove that if limx→a[f(x)+g(x)]=M and limx→af(x)=L then limx→ag(x) exists and is equal to M−L.
Primary tabs
Lesson Parent:
Problem:
Prove that if
limx→a[f(x)+g(x)]=M and limx→af(x)=L
then
limx→ag(x)
exists and is equal to M−L.
Answer:
limx→ag(x)=M−L