82 Expansion and L Hospital Rule Limits (Example) | IIT JEE Mains/Advanced | Mohit Tyagi Mathematics

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82 Expansion and L Hospital Rule Limits (Example) | IIT JEE Mains/Advanced | Mohit Tyagi Mathematics

Illustrations based on L.H rule

Calculus Playlist

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Nearly 10% of the people who watched the first video made it here . Have this🏅

aayushtripathi
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You are the reason for feeling confidebt in mathematics.

discoverworld
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9 years before this level of man is so far of this education system

KUNAL-grop
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It is really a great achievement to make questions by yourself

afzal
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Ka gajab padate ho guruji 👍 Happy Diwali 🙏❤️❤️❤️🙏🙏🙏🚩🚩

TechRS
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Thank you sir giving me such type of explaination.🩷🩷🩷

discoverworld
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Sir, are you thinking the total solution of the particular question while you are writing the question..

vmstejas
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The way he manipulates the question is just amazing

TheAditya-ztpb
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in last question -infinity is correct can check by calculator

_callmegupta
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8:24 in this question while checking the indeterminate form,
Sir the first term in the numerator i.e. X^x you have directly considered it as 1 although it is not in the product form with the whole expression...I can't understand.. please help
#askcompetishun

jogeswar
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Where can I find all differentiation formulae

stevejustin
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At 11:06, sir seems to be evaluating standard results despite it not being in product form with the rest of the expression. If you simplify the obtained expression and evaluate it systematically, I believe it comes out to be +ve infinity; which also conforms with what the graph of the expression says.

redgeronimo
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I had a doubt in the last question
Shouldn't the answer tend to plus infinity and not minus infinity?
Because for 0+, 1/(1+x) is less than one, so 1/(1+x) - 1 should be negative right? And minus infinity by a negative number should give plus infinity right?

bruhbruh
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Sir in last question there should + infinity/ zero. Form
By the way answer same aaya

doreamonrobot
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Sir in the last Question Shouldn't the Value Tend to POSITIVE INFINITY as The term in the denominator 1/1+x tends to "1" From Left-Hand side so the denominator should tend to "0" also from the left-hand side thus the -ve sign in the denominator cancels the -ve sign in the numerator. It Doesn't matter anyway coz the answer is still DNE ... Just Pointing out !! and one more Question Sir....What Prompted you to do this Social Service ?? :-)

amaankhan
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Sir one doubt
At 9:04 aren't we individually applying limit to x^x even though it is not present in multiplication to the whole limit

shikharsrivastava
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9:40 ln(x) ka differentiation 1/x hota hai to chain rule se 1+x ka differentiation aur hona chahiye na 🤔 can someone help

beingconsistent_
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I PERSONALLY LOVE ADAS GUPTA A IRODOV OF MATHS

prashantsinghbhadouria
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LIMIT WILL TEND TO +INFINITY (NOT -IVE INFINITY)

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