Only Pro's Can Solve this IIT-JEE Advance(2016) TRIGONOMETRY Question.

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We present a solution to a question from one of the Prestigious exams in India IIT(2016). The goal of this question is to calculate the value of 'Sum of the series'. the sum of a particular series which is governed by a trigonometric equation and a nice general approach is given for this variety of questions.

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#IIT-JEE#RZMATHS #JEEADVANCE2022
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Good evening sir, I would request you to post more and more such problems from IIT JEE advance so that it would be useful for jee aspirants...
Thank You !!

studyaccount
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glad i was able to solve it on my own as a pyq, great video!

ronin
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this question asked in my class 9th test allen

vijaysingh
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I already solved it, this que is in my allen module

wisheryt
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This came in cos form in allen's test today :)

mridulrathi
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Indefinite integration mein same concept pe sawal hai ....

primex_i.g
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I am in 11th and I solve this question in 2 lines really and my solution is not available on net 😅😅 I can't believe on myself

DARKGAMERZM
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Same concept as we do during integration

theexplorer
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It's too easy
Pwian
Arjuna JEE 🔥

dhanrajgadri
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What is the definition of rare pro kid as per you ?? :)
Nice way to judge pro's

anmoljain
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This type of ques is even in ncert maths integration

animeshsingh
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Sir is there any course of you for jee advance
I really wanted to take

aayush
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Is class 10 too late to start solving sums like this????

rn
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Before starting this video, I did the problem myself, so i am a pro ...lol😂

mayoor
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Sir, this method is well understood. Thanks.But I had one doubt - if I use product formula to separate sinAsinB, then m not getting this answer.In that method, there would be no telescopic series but depending on whether k is even or odd, there will be two kind of terms in repetition which add up to give value close to 16. Couldn't figure out why I went wrong by applying product formula.

deepanchakraborty
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naah i am not pro even i can solve this very easily

ritvikgoyal
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Indirectly you are telling you are a pro

jmnrsudha