Q.8 let fx)= sin).x0. write l = lim-0/x) and r = limy-o j(). then which one of the following is true? (a) l exists but r does not exist (b) l does not exist b

Q.8 Let fx)= sin).x*0. Write L = lim-0/X) and R = limy-o* J(). Then which one of the following is TRUE? (A) L exists but R does not exist (B) L does not exist but R exists (C) Both L and R exist (D) Neither L nor R exists

2 Answer(s)

0 Likes
4 Comments
0 Shares

S
Subhankar dhara

option a is correct
- Likes(0)
- Reply(0)

A
Anuj s.

ans D is correct any doubt , plz ask , we will discuss
- Likes(0)
- Reply(8)
sir, verify again .
- Like(1)
left hand limit should be zero i think.
- Like(0)
lim of 1 function is exist but lim of sin(1/h) is not exist, and if function have 2 terms (with 1 limt exist and 1not) then overall limit is not exist
- Like(0)
sin (1/h) is oscillates b/w -1 &+1
- Like(0)
yes you are write , left limit 0, i recheck
- Like(0)
sorry for mistake
- Like(0)
sorry once again , thanks for point out , i learn from you, thanks
- Like(1)
i thiy thant sin(1/x) is term of |x|(1+x)
- Like(0)