- #1
soulflyfgm
- 28
- 0
so is that a good negation of the defenition of the limit?
A function f with domain D doesn't not have limit L at a point c in D iff
not for every number E > 0 there is a corresponding number G >0 such if |F(x) - L| <E then is not the case 0< |x-a|<G
am i right? wat am i doing wrong?
thx so much. I made a new post that way ppl won't get confuse with the other post.
thank u so much
A function f with domain D doesn't not have limit L at a point c in D iff
not for every number E > 0 there is a corresponding number G >0 such if |F(x) - L| <E then is not the case 0< |x-a|<G
am i right? wat am i doing wrong?
thx so much. I made a new post that way ppl won't get confuse with the other post.
thank u so much