mansooni jalway?????????????!!!
Answers
who is rich man in the worldAre pond heron, geese, duck and seagulls flightless? Two rods of equal length are divided into 250 and 243 equal parts respectively ; if there ends be coincident, find the divisions which are the nearest together.Let's approach it elementarily:
limx→01−cos(1−cosx)x4=limx→0sin2(1−cosx)x4(1+cos(1−cosx))=limx→0sin2(1−cosx)2x4=
limx→0(sin(1−cosx)(1−cosx))2⋅12limx→0(1−cosxx2)2=18.
NOTE: for the above limit i resorted to the auxiliary limit:
limx→01−cosxx2=limx→0sin2xx2(1+cosx)=12.You could try and use the fact that
limx→01−cosxx2=12
This can be proved easy, using l'Hospital, or just writing 1−cosx=2sin2x2.
So returning to your problem you can write your limit as
limx→01−cos(1−cosx)(1−cosx)2⋅(1−cosx)2x4x→0
lim
1−cosx
x−log(1+x)
=1log(
3
48
×108
4
1
÷
12
6
)
=1.64601483711Solution
Step1
Log25200=Log(200) ÷ Log(25)
Log(200)= 2.30102999566
Log(25)=1.39794000867
Log25200=2.30102999566 ÷ 1.39794000867▀▄▀▄▀▄▀▄▀▄▀▄❛ ━━━━━━･❪ ❁ ❫ ･━━━━━━ ❜══════ •『 ♡ 』• ══════❃❃❃❃❃❃❃❃❃❃❃❃❃❃❃❁ ════ ❃•❃ ════ ❁♡ﾟ･｡｡･ﾟ♡ﾟ･｡♥｡･ﾟ♥Hii mate here is your answers♥ﾟ･｡♥｡･ﾟ♡ﾟ･｡｡･ﾟ♡♡ﾟ･｡｡･ﾟ♡ﾟ･｡♥｡･ﾟ♥Hii mate here is your answers♥ﾟ･｡♥｡･ﾟ♡ﾟ･｡｡･ﾟ♡