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RZ MATHS
India
Registrace 18. 06. 2020
Description
If You are Reading This, Then Thanks a Lot !!! For Visiting my Channel RZ MATHS.
Do share Info. about our channel with your Friends and Family.
Quality Education is Right of Every Student, Its only Constitutional Term. Let's make it Reality.
My way of teaching is to the point and Including Concepts. I hope you worth Spending Time on my Videos.
I will try my best to serve you with Awesome Content. And remember ''HARD WORK CAN BEAT TALENT"
I make videos on:
►►►Olympiads and KVPY Questions.
►►►Olympiads QUESTIONS AROUND THE WORLD.
► Also for my Favourite Exam; IIT JEE ( Mains and Advance )
If You are Reading This, Then Thanks a Lot !!! For Visiting my Channel RZ MATHS.
Do share Info. about our channel with your Friends and Family.
Quality Education is Right of Every Student, Its only Constitutional Term. Let's make it Reality.
My way of teaching is to the point and Including Concepts. I hope you worth Spending Time on my Videos.
I will try my best to serve you with Awesome Content. And remember ''HARD WORK CAN BEAT TALENT"
I make videos on:
►►►Olympiads and KVPY Questions.
►►►Olympiads QUESTIONS AROUND THE WORLD.
► Also for my Favourite Exam; IIT JEE ( Mains and Advance )
Impossible to think this way || Most Likely to Come in IIT-JEE ADVANCE (2023)
Thanks so much for your support. Please check out my socials
Instagram - @RZ MATHS ( rz_maths?hl=en)
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Your support is a valuable source of encouragement that propels the channel forward.
Please consider taking a second to subscribe to express your support!
Your likes, subscriptions, comments, and constructive criticisms are much appreciated.
Feel free to post any suggestions for More questions in the comment section.
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#IITJEE#RZMATHS #JEEADVANCE2023
Instagram - @RZ MATHS ( rz_maths?hl=en)
Please Subscribe: czcams.com/users/RZMATHS
Your support is a valuable source of encouragement that propels the channel forward.
Please consider taking a second to subscribe to express your support!
Your likes, subscriptions, comments, and constructive criticisms are much appreciated.
Feel free to post any suggestions for More questions in the comment section.
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#IITJEE#RZMATHS #JEEADVANCE2023
zhlédnutí: 5 048
Video
"Unlocking Vector Mastery: Conquer IIT-JEE 2023 with Precision and Direction!" || JEE ADVANCE (2023)
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Thanks so much for your support. Please check out my socials Instagram - @RZ MATHS ( rz_maths?hl=en) Please Subscribe: czcams.com/users/RZMATHS Your support is a valuable source of encouragement that propels the channel forward. Please consider taking a second to subscribe to express your support! Your likes, subscriptions, comments, and constructive criticisms are much appreciate...
Can You Handle the Math Magic? || Most Likely to Come in IIT-JEE ADVANCE (2023)
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First of all i sincerely want to apologize for the re-upload i did a small mistake in the previous video, this will not happen again enjoy the video. Thanks so much for your support. Please check out my socials Instagram - @RZ MATHS ( rz_maths?hl=en) Please Subscribe: czcams.com/users/RZMATHS Your support is a valuable source of encouragement that propels the channel forward. Plea...
Tricky Question For JEE-Advance || Most Likely to Come in IIT-JEE ADVANCE (2023)
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You Cannot Solve this in 1st Attempt || Most Likely to Come in IIT-JEE ADVANCE (2023)
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Mastering Probability Like a Pro || Most Likely to Come in IIT-JEE ADVANCE (2023)
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The Distance Between Town X and Y is 4KM sorry i forgot to put the picture. Thanks so much for your support. Please check out my socials Instagram - @RZ MATHS ( rz_maths?hl=en) Please Subscribe: czcams.com/users/RZMATHS Your support is a valuable source of encouragement that propels the channel forward. Please consider taking a second to subscribe to express your support! Your lik...
JEE Advance (2023) Integration Series Question-9
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JEE Advance (2023) Integration Series Question-8
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JEE Advance (2023) Integration Series Question-7
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Eye opening idea || Most likely to come in JEE ||JEE Advance (2023) Integration Series Question-6 ||
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JEE Advance (2023) Integration Series Question-5
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JEE Advance (2023) Integration Series Question-4
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JEE Advance (2023) Integration Series Question-3
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JEE Advance (2023) Integration Series Question-2
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JEE Advance (2023) Integration Series Question-1
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IIT-JEE Advance (2023) Ellipse Series Question-2
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IIT-JEE Advance (2023) Trigonometry Series Question-1
Question present in black book also.....
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
Can you share the idea 😅
@@RZMATHS yaa sure! But where
Interesting indeed
Great question
Amazing question indeed
Thank you
❤
You are great sir❤
Sir this is IAT's previous year question
Thanks a lot sir just cleared all cocnepts with ques in just a short time...
sir IITJEE 2024 is here , where are u??
Sir how 6pi/n becomes 3pi/n??
Very nicely explained.Thankyou
Sir We need more
Plz comeback sir
Sir plz upload more videos . it's very helpfull
Comeback for jee adv 2024
solvedby assuming f(x) = 3 sintheta and so on .
i think it was fairly easy
❤❤
❤❤
Allen module question( O2)
am i missing something? our allen modules have exercises as 1,2,3,4,5
@@aamer7208 New maths module have excercises as O1, O2, O3, O4, JM and JA
Allen module question (O4)
i thought this way also
In type 1 sum of first n natural no. Is n(n+1)/2
Bhaiya aa jao
The main thing in this question is testing whether you can convert the graph of f(x) to [f(x)]. 😂
Please comeback sir JEE advance is very close ❤❤❤❤
Please comeback sir ❤❤❤
Got it right in the first attempt.. thoda confidence aagya
you are ammazin I enjoy a lot
Sir please bring these types of questions more, we need .... Thanks for this amazing video
Brother please continue this series it's very helpful 🙏
Amazing❤
Please start your channel once again.... Very good teaching skills.... Please return....
Cauchys inequality
When will you upload new video sir.
please make more videos
Sir please bring more gor jee advanced 2024 🛐
easy if u know caychy swartz which is thought in almost every coaching
kutkut
48 nhi ara kya?
48 nhi ara kya?
48 nhi ara kya?
48 nhi ara kya??
VERY EASILY CAN BE DONE BY DERRANGEMENT IF LEARNED CORRECTLY: let a1 be the even where UU are together similarly a2 and a3 with KK and TT respectively then TOTAL CASES - a1Ua2Ua3::hence 6!/(2!)³-[3C1(5!/2!²) -3C2(4!/2!) + 3C3(3!)] = 30 Ezpz
Please bring a matsir pls bring a mathematics course in affordable price for jee 2026 please ❤❤❤❤❤❤❤
Nice teach sir❤
Are you sidhesh Nayak?
Nope
finally something i solved on my own