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|dw:1347737098765:dw|

Look ziz iz a seempl applicashion of limit lohz:|dw:1347737182410:dw|

Now , since \[\lim_{x \rightarrow 0} \cos(x) = 1\]

yea

And, on the other hand \[\lim_{x \rightarrow 0} x^4 = 0\]

You have the product of those two being (surprise , surprise !)
0

gotch yaa..!!!

thank you!!

Ahh sorry it is 2/x so here is the correct solution:

use squeeze theorem

Buut\[|\cos(\frac{2}{x})| \leq 1, alwayz\]

|dw:1347737519682:dw|

yea i got it

Medal ?

thank you both!!