- #1
soulflyfgm
- 28
- 0
can some one help me out with problem..
Explain using only the defenition and formal logic, wat would be needed to be done to show that , for a particular function f(x) and real number L, L is not the limit of f(x) as x approaches a. [hint : at least get as far as carefully negating the definition of the limit]
that was the problem...i really don't know how to start this problem.i KNow the definition of limit which is
lim-->a F(x) = L
if for every number E > 0 there is a corresponding number G(gamma) >0 such that
|F(x) - L| <E whenever 0< |x-a|<G
please ppl help!
Explain using only the defenition and formal logic, wat would be needed to be done to show that , for a particular function f(x) and real number L, L is not the limit of f(x) as x approaches a. [hint : at least get as far as carefully negating the definition of the limit]
that was the problem...i really don't know how to start this problem.i KNow the definition of limit which is
lim-->a F(x) = L
if for every number E > 0 there is a corresponding number G(gamma) >0 such that
|F(x) - L| <E whenever 0< |x-a|<G
please ppl help!