- #1
robousy
- 334
- 1
Hi,
I don't really grasp the M test for convergence and I have several Hmwk problems and figured that if someone could explain how to do one of them then I should be able to figure the rest out.
ok - the problem is this:
Use the M test to establish the uniform convergence of:
(Sum from n - infinite) exp(in^2x) / n! for |z| < r where r < infinite.
Any help would be really appreciated
rachel.
I don't really grasp the M test for convergence and I have several Hmwk problems and figured that if someone could explain how to do one of them then I should be able to figure the rest out.
ok - the problem is this:
Use the M test to establish the uniform convergence of:
(Sum from n - infinite) exp(in^2x) / n! for |z| < r where r < infinite.
Any help would be really appreciated
rachel.
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