A limit question...I haven't got any idea until now..
\[\lim_{x \rightarrow a} (2 - x/a)^{\tan(\pi x /2a)}\]
tried taling log on both sides?
taking
No..i'll try just a sec
i guess , u'll need L'Hopitals then., are u allowed to use it ?
Yes sure..I am doing 11th problems just revising...but forgot how to do it...
then i think u'll get the answer....
answer is e^(2/pi)?
Yes i got it...its of form 1^infinity and there is a way to do such problems...Thanks:)
yes its e^(2/pi)
yeah, u write tan as 1/cot , isn't it ?
yup, with that i m also getting same answer
lim x->a f(x)^g(x) = exp lim x->a [f(x)-1]g(x) This is if the limit is in the form 1^infinity
you are right
gud question bdw :)
thanks:) In fact I've to say thanks because after you started helping I came to realize that..thanks
welcome ^_^
Not much of any answers taught or discussed but method is really good.....Yes good question:)
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