plz help how it is equal to 0 http://www.wolframalpha.com/widget/widgetPopup.jsp?p=v&id=acc0a7e1a01e35f904fbdc148987612d&title=Limits%20Calculator&theme=blue&i0=floor%28sin%28abs%28x%29%29%2Fx%29&i1=x&i2=0&podSelect=&includepodid=Limit&podstate=Limit__Show%20steps&showAssumptions=1&showWarnings=1
[] = floor function
@ganeshie8 - :/
the floor function is pulling the 0.9999999 to 0
0.999 ??????????? how come u got this value
@ganeshie8 -bhai sahi sai samjh mai nahai aaya :'(
when you take right hand limit, \(\sin x / x \) approaches to 1 as x approaches 0. it never equals 1. So when u take floor value of 0.99999 you wud get 0
oh :OOO
same applies for the left hand limit also
oh ::O
floor(-0.9999999) = -1
@ganeshie8 floor(-0.9999999) = -1 it shpuld be 0 lol 0.99 is biiger than 0 so 0+ [-o+]= -0=0 XD
dint get u
wait see lim x-->0- [sin(-1)/-1] lim x->0- [sim1] sin 1 = 0.84 which is o+ (sligltly bigger than 0] as u know if the inner part of [] is greater than n then the naswer will be n if leser than n (n-) than answer is n-1 XD
btw thanx bro :)
np :)
@ganeshie8-np means?
no problem lol
oh no problem in short :D seem like u r an indian :')
np means, 'no problem, you're welcome anytime'
lol i know but forgot
i am lol i understand ur hindi
@ganesh8 may be u r marathi :P
south... i live in bangalore :) wbu
oh m from city of nawab [lucknow] preparing for iit jee :'(
iitjee isn't that hard tbh lol.
wow ! good luck !!!!
@genius12 -are u an indain too?
nope, i live in canada but i know about iitjee lol
earlier is used to be good at maths now i don't what happened i m not getting small things -_- u won't understand
the problems themselves require knowledge of a certain topic but I don't see how they're hard. There isn't that much problem solving involved or anything like that tbh.
oh good it's not easy u know :P yeah but not getting time nah
having triple pressure
like have you seen the complex determinants problem from iitjee? If you know euler's formula and how determinants work, it's extremely easy.
most of them joined coaching in class 11th for iitjee i joined on this yr(april) :'(
well no :'(
which is why i feel that a number of the iitjee problems lack the problem solving aspect.
lol still people is not able to crack it may be easy for u grr have to study till ate night :'(
@genius12 -is it necesary to study calculus :'( can't we study only algebra :'(
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