Evaluate the following limits: `lim_(xto0)((tanx-sinx))/(sin^(3)x)`

preview_player
Показать описание
Evaluate the following limits: `lim_(xto0)((tanx-sinx))/(sin^(3)x)`
  1. Doubtnut
Рекомендации по теме
Evaluate the following 0:03:01

Evaluate the following limits: `lim_(xto0)((tanx-sinx))/(sin^(3)x)`

Evaluate:- Limit x 0:05:30

Evaluate:- Limit x tends to zero (tanx-sinx)/sin^3(x) b.A/b.sc 1st sem calculus

Evaluate: lim_(xrarr0) (tan 0:03:08

Evaluate: lim_(xrarr0) (tan x-sin x)/(x^(3)) | 11 | LIMITS AND DERIVATIVES | MATHS | NAGEEN PRA...

Evaluate:- limit x 0:04:09

Evaluate:- limit x tends to 0 then (tanx-sinx/sin^3x)

Evaluate : lim 0:04:09

Evaluate : lim x → 0 (tanx - sinx)/sin³x

Evaluate the following 0:01:53

Evaluate the following limits: `lim_(xto0)((sin5x-sin3x))/(sinx)`

Evaluate: `(i) lim_(xto0)((tanx-sinx)/sin^(3)x)\' 0:07:00

Evaluate: `(i) lim_(xto0)((tanx-sinx)/sin^(3)x)\' \'(ii)lim_(xto0)((tanx-sinx))/(x^(3))`

Limit tanx-sinx/x^3 as 0:05:47

Limit tanx-sinx/x^3 as x approaches 0 (without L'Hopital's rule)

Evaluate lim(x→0) (cosec^2x-1/x^2) 0:12:36

Evaluate lim(x→0) (cosec^2x-1/x^2) | limit x tend to 0 (cosec^2x-1/x^2) (∞-∞ form indeterminate form...

Evaluate: lim_(x ~0)(tanx-sin 0:06:59

Evaluate: lim_(x ~0)(tanx-sin x)/(x^(3))

Evaluate the following 0:04:11

Evaluate the following limits: lim _x → 0(tan x-sin x)/x^3

Limit of (tan 0:04:15

Limit of (tan x - sin x)/x^3 as x approaches 0

Evaluate the following 0:04:26

Evaluate the following limits: lim _x →π(sin 3 x-3 sin x)/(π-x)^3

Evaluate: lim(x → 0:02:27

Evaluate: lim(x → 0) (sin5x - sin3x)/sinx

IIT JEE LIMITS 0:03:39

IIT JEE LIMITS AND DERIVATIVES Evaluate: `('lim')_(xvec0)(tanx-sinx)/(x^3)`

limit tanx-sinx/x^3 as 0:04:14

limit tanx-sinx/x^3 as x approaches 0

limit x - 0:04:02

limit x - 0 (tan x - sin x)/(x^3) ...

Limit as x 0:04:36

Limit as x approaches 0 y = sin^3x/(sinx-tanx)

Evaluate the following 0:02:50

Evaluate the following limits: `lim_(xto0)((sin3x+sin5x))/((sin6x-sin4x))`

lim x→0( tanx-sinx/x^3) 0:03:04

lim x→0( tanx-sinx/x^3) || L'Hospital Rule

Evaluate the following 0:03:23

Evaluate the following limits: `lim_(xto0)(sin2x+sin3x)/(2x+sin3x)`

lim ( Sinx 0:00:30

lim ( Sinx -2Sin3x + Sin5x)/x as x tends to 0 # fastest # trick # Short

The value of 0:01:59

The value of `lim_(x- gt0) (tan x - sin x)/x^3` equals

Evaluate `underset(x to 0:03:27

Evaluate `underset(x to 0)(lim) (tan x - \'sin\' x)/(x^(3))`