- #1
ythamsten
- 16
- 0
(1)If the limit of f(x), as x approaches a point a doesn't exist, and the limit of g(x), as x approaches a point a doesn't exist either, the limit of (f+g)(x) and (fxg)(x), as x approaches a point a can possibly exist?
(2)If the limit of f(x) as x approaches a and the limit of (f+g)(x), as x approaches a both exists, so the limit of g(x), as x approaches a, has to exist?
Thanks.
(2)If the limit of f(x) as x approaches a and the limit of (f+g)(x), as x approaches a both exists, so the limit of g(x), as x approaches a, has to exist?
Thanks.