1kk got da mistke thanx ill delete that one:)
18 Answers
62dekh.. if we have to find
lim x->0 (tan x)2/tan (x2)
then hwo will you do it?
62@parul
lim x->0 (tan x)2/tan (x2)
=lim x->0 (tan x/x)2/ tan (x2)/x2
now solve :)
simple
use this logic in the first question... original one..
There will be many multiplications and divisions by the same number....
see if that can help :)
1Nishant sir plzz make me confirm how u done this?
I am totally confused regarding ur post..........
62The question that you gave in the beginning.. the first post of this thread that is :)
13yeah ...i got it.....nic idea....
ny oder ques of same application....
13nishant bhaiya can u plz explain
woh approx kaise lete hain...??
62yes we cant.. that is why i have said.. can you fill in the gaps?
13aise approx kaise le sakte hain ..... havent dun it before ny whr
aise to approx kar karke ques hi change ho jayega ...
62\frac{ ln(1+(sinx)^2)}{ tan[(ln(1+x))^2]}
is this approximately equal to?
\frac{ (sinx)^2)}{(ln(1+x))^2}
which is equal to\frac{ x^2}{x^2}
can you fill in the gaps in the solution?
106i think u shud just use the expansions of ln(1+x) and tanx.. to get the anser...