JEE: Limits L6 | Trigonometric Limits | Class 12 | Unacademy JEE | JEE Maths | Nishant Sir

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Unacademy JEE brings you yet another JEE Mathematics session to prepare you for JEE Mains and JEE advanced. In this session, Nishant Sir will be discussing JEE important topic “Trigonometric Limits from Limits”, he will cover the basic concepts of the chapter, important topics, and tips & tricks to remember the concepts and solve questions. Watch this video to know all about “Trigonometric Limits from Limits”

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Learn the complete details about “Trigonometric Limits from Limits” for IIT JEE and related Concepts in this video. It is one of the most important topics of the IIT JEE Maths question paper - in IIT JEE Advanced and JEE Mains as well. Get the best IIT notes curated by experts. Solve important JEE Main and JEE Advanced 2021 questions along with IIT JEE Maths preparation tips and tricks. Crack IIT JEE 2021 Maths with these valuable IIT JEE preparation tips and tricks.

Nishant Sir is a part of the alumnus of IIT Patna. Being an IITian himself, in this IIT JEE Maths Live Online Class, Nishant Sir will touch upon introduction, important questions, and strategy for “Trigonometric Limits from Limits” He is a passionate teacher and has helped many students crack IIT JEE. During LIVE online classes he shares his personal experiences with students preparing for IIT JEE 2021. This helps the students get acquainted with the IIT JEE exam and make a study plan and strategy that will help them crack IIT JEE mains and advance in 2021.
So, are you ready to crack the JEE Main 2021 Exam?


Let’s study smart and know how to crack JEE 2021 with Unacademy JEE.
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Laakho Fee leney waaley bhi kyaa hi padhaa paayengey
Hats of to you sir....
Jabardasst
Main apney saarey juniors ko Unacademy hi recommend karaa hoon, iss year....
Thankyou for Great efforts of Unacademy JEE.

eyeopener
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Lecture starts at 8:19

Keep care about your time also....
As me...🙂

eyeopener
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Ans of hw question is 3/2 (C) numerator m add and subtract 1 Karo and denominator m X2 dono ke Saath de do and identity laga do 1 +1/2 =3/2

manasgupta
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SIR YOU MADE MATHS SO SIMPLER...THANKS

priyamvadasharma
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in all the examples between 20-30 mins you discussed only about the graph at x>0 u did not discuss about the x< o sinx>x..and x>tanx....and if we discuss that the limits will not be defined....consider this

the_truth_of_society
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You makes it so easy and increase my confidence to solve trigonometric function.
Thank you so much.

aasishkharel
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just add and substract with 1 in numerator, then use (1+cox)/x^2=1/2 and (e^x-1)/x^2=1 (all x tending to 0). The answer comes out to be 3/2 hope it helps.

ayanjamil
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Sara Dar Chu mantar ho gya sir Ji...❤️🙏
HW Ques: C(3/2) by using L'H rule (NOTE:here as after applying the rule for the first time..it still remains in 0/0 form.. therefore we have apply this rule one more time i.e: differentiate Nr. & Dr. one more time separately..then after putting X=0, the ans comes out to be 3/2.
(From Comments)Alternative: add +1 and -1 in Nr. and then split it into two terms with + sign in B/w them and hence limit also distributes into (e^x2-1)/x^2=1 and (1-cosx)/x^2=1/2. Hence, Ans=1+1/2=3/2
Thank You sir and all..!😊💥

harshaggarwal
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Answer 3/2 (c).sir just teaching was just awesome I enjoyed the session like anything . Your questions are exactly fantastic

sumatidas
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Thank u so much sir... Love from Odisha

sudeeptanayak
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Answer for the homework question is (C)

Thank you sir for this awesome session 💖

mith_jain_here
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ANS of home work question is equal to 3/2(C)

RajRaj-zocl
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Sir ans for homework questions:
2) option (A)1
3)option(c) 4
4)option (c)3/2🙏
SIR aap bahut achha padate ho 👌🙏🔥

shrishakamath
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Thank you sir for the amazing lectures and homework answer is 3/2

pratishthasonwani
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HELLO SIR
ANS TO HW QUESTIONS
1. (B)π
2. (D)None of these
3. (A)2
4. (C)3/2
THANK YOU SIR FOR THE AWESOME LECTURE🥳🥳🥳🥳😃😃😃😊😊😊😀😀😀😎😎😎🥳🥳🥳

tusharjain
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1:06:17 hw question ans is. 3/2, numerator me Taylor series lagana h phir cos ki st limit then 3/2 aayega

KimiKiwi-py
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Sir can we find the value of limit (sinx/x) where x tends to 0 by using sandwich rule considering d fact that -1<= sinx <=1...?

nirmalyadeb
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Your visualization is just next level🔥🔥🔥

ratneshsingh
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Sir I only like your maths teaching you are the best teacher for for maths 😃 you always makes my most fearful subject fearless one THANKS 😁 SIR A LOTS OF RESPECT FOR YOU🤩🤩🤩 for me you are just like a celebrity 🤩.

sarojinipadhy
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Sir answers for home work questions are
1) pie
2) 1
3)2
4)3/2

lakshmireddy