Homework Statement
how mnay forces can you add to kep an object in equilibrium
Homework Equations
The Attempt at a Solution
is it infinite? and what would be the reason? It doesn't seem realistically possible??
oh i see, so so then if you do the absolute value thing, where you take the limit of any alternating sequeence and if that diverges then the alt sequence diverges if it converges then the sequence converges.
does that work all the time for these?
so youre saying to plug in 2n for n and get its limit...
then plug in 2n + 1 for n and find its limit...
and if they both go towards the same thing then it converges to that number?
If I'm taking the limit of a sequence of numbers that is {An} and An alternats in signs.
am i suppose to take the absolute value to determine the limit. and if the absolute value of An diverges then the lmit diverges?
or how am i suupose to take the limit of alternating signs?
i've tried the root test. does not work. meaning it's inconclusive.
and i don't understand your question.
"Does the argument of the series goes to 0 as n increases without bounds?"
are you saying do the terms get closer to zero? yes.
are you going to go through my inbox?
and what you're doing right there is whoring my thread...if you don't wanan help don't help. dotn speak for everyone, speak for yourself.