Evaluate: `(lim)_(x-mte)(logx-1)/(x-e)`

preview_player
Показать описание
Evaluate: `(lim)_(x-mte)(logx-1)/(x-e)`
  1. Doubtnut
Рекомендации по теме
Evaluate: `(lim)_(x-mte)(logx-1)/(x-e)` 0:02:04

Evaluate: `(lim)_(x-mte)(logx-1)/(x-e)`

Class 11 Limit 0:01:32

Class 11 Limit chapter lim x →e logx-1/x-e

The value of 0:01:20

The value of `lim_(xrarr0) (logx-1)/(x-e)`, is

Prove that:`lim_(x rarr 0:04:59

Prove that:`lim_(x rarr e) (log-1)/(x-e)=(1)/(e)`

the value of 0:01:12

the value of `lim_(x- gte) (logx-1)/(x-e)` equals to

find the limit 0:00:53

find the limit of (logx-1)/(x-e)

limit x to 0:01:51

limit x to e of (lnx - 1) / (x-e)

The value of 0:02:14

The value of `lim_(x rarr 1) (logx)/(x-1)` is

`lim_(x- gt1) logx/(x-1)=` 0:01:15

`lim_(x- gt1) logx/(x-1)=`

Evaluate the following 0:02:50

Evaluate the following limits : lim _x → 5e^x-e^5/x-5

find limit of 0:12:50

find limit of (lnx-1)/(x-e) when x tends to e.

002. NUMERICAL ON 0:09:45

002. NUMERICAL ON LIMITS USING FORMULE

\( \lim _{x 0:04:01

\( \lim _{x \rightarrow e} \frac{\ln x-1}{|x-e|} \) is equal to (A) \( 1 / e \) (B) \( -1 / e \)...

Evaluate the following 0:02:11

Evaluate the following limit: `(lim)_(x-mt0)(log(a+x)-'log'(a-x))/x`

find the limit 0:00:54

find the limit of logx/sinpix

`L= lim_(x- gtoo)(logx/x)^(1/x)` 0:01:48

`L= lim_(x- gtoo)(logx/x)^(1/x)`

Find the limit 0:02:09

Find the limit as x approaches 0 for (log(1+x))/(tan x)

The value of 0:01:47

The value of `lim_(x - gt 1) logx/(sin pix)` is

Prove that:`lim_(x rarr 0:02:52

Prove that:`lim_(x rarr -2) log(x+3)/(x+2)=1`

Evaluate : \[ 0:02:50

Evaluate : \[ \operatorname{Lim}_{x \rightarrow 5} \frac{\log x-\log 5}{x-5} \]

`lim_(x- gtoo) x(log(x+1)-logx)=` 0:01:55

`lim_(x- gtoo) x(log(x+1)-logx)=`

Evaluate the following 0:01:24

Evaluate the following limit: `(lim)_(x-mt0)(e^(sinx)-1)/x`

Evaluate: `lim_(x rarr 0:03:27

Evaluate: `lim_(x rarr 0) (e^(px)-e^(-qx))/(x)`

`lim_(x- gt0) (sinlog(1-x))/x` 0:01:52

`lim_(x- gt0) (sinlog(1-x))/x`