Mensuration 3 | CAT Preparation 2024 | Geometry | Quantitative Aptitude
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- Опубліковано 8 вер 2024
- Mensuration by Ravi Prakash | Geometry Quantitative Aptitude for CAT 2024
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CAT PREPARATION 2024
How to Prepare for Quantitative Aptitude
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dont say diagonal..its an ant not a sparoww...😅😂...ravi sir rocking it as usual
Fascinated to see such brilliant level of teaching with quintessential concepts and applications being available here for free. I have completed the entire geometry part this channel and could not have found a better channel/book/source for such wonderful depths of teaching. Sir Ravi Prakash is undoubtedly one of the best online tutors I've witnessed so far. Absolutely sine qua non for people who are preparing with no additional coaching or support. This one channel is perhaps more than enough to cover the entire syllabus and concepts of CAT exam(Quant is the best). Special thanks to Ravi Prakash Sir for imparting the knowledge and effort. 🙂👍🏻
Dude is this surely enough for CAT prep ?? Please guide me a little
He's an angel ❤️
@@sandipbharti2005 How much you got in CAT
Sir you dropped something...Your Crown👑
Sir no one can ever teach like you !
Trigonometry video sir
I have completed the whole Geometry series because of you, paid a heavy amount on a reputed coaching center cant take the name and now I am here!. You are truly Gem ❤.
might be TIME only
Making videos online that too uploading it on UA-cam for free
You are amazing
Helping build the career of many!
May you get everything in life you want ❤️
sir, you are doing a great job by providing such content free.......Thanks
It's an ant not a sparrow😂
Good One!!
literally sir thanks muchhh , this channel is an big part of my cat journey!
sir, you are not less than a god. keep doing what you do. Directly or indirectly you are changing the world and future. Lots of love any respect.
Sir, i think it should be [underroot {(h+b)^2 + l^2}] and the cube should be opened vertically not sideways.
It actually doesn't matter in cuboid coz we are making it travel across any 2 corners with smallest distance between them. But still 😅
Yes you are correct I am also having the same point and I think sir made that mistake which he usually never do and it was unnoticed by most of the people but you found it. And it does matters in the case of cuboid because the face along which we are moving decides what is the horizontal distance covered and vertically distance covered.
@@shashagaming4076brother it totally matters over which face we are moving how can you say that brother, it matters in case of cuboid.
12 : 30 beautifully explained
At 6:09 (a/2)^2 will give a^2/4
@rodha Thank You for your hard work, sir; I am incredibly grateful!
Superb sir, not today but to make your own brand would be my duty
Sir thanks a lot for your awesome and clear explanations
Gem 💎..... This is how I can define you ❣️
In Q1, how did you know that the ant's path will bisect the side of the cube
only then the length would be shortest.
Perfect explanation 💯
AWESOME SIR
High Quality Content!!!!
Sir at 15:15 it shall be ( (b+h)^2 + l^2)^0.5
Yes you are right. He did a mistake over there
I think what sir did is right brother.
Considering the top face of the cuboid, the adjacent sides of A and D sums up to l and b and not h. Look close into the base of the cuboid as adjacent sides as l and b and compare it with the top one. Thank You
Why sir has done right I think bcos horizontal component is base and length only
lovely
Sir, for a=1,2 the other solution is shorter where the ant goes through the diagonal of the roof plus the height! Look into it.
when going through diagonal it comes 2.41 and while going the way given in video it comes 2.36
Nice
Amazing content.thank you very much sir...
Where can I find trigonometry. ?
WELL I CANT ASK MORE
THANK U
Thank you so much sir.❤❤
Thank You So much Sir
Sorry sir .but .. Am having a big doubt.... Earlier in this lecture u said that it is ant, not sparrow can fly in air..... So how it is travelling from A to D in air 😕😕😕😕..... Also...contradiction here is that that This shortest distance we got root under l2 +b2+2lb+h2 is greater than the diagonal length of cuboid that u have taught earlier i.e root under l2+b2+h2 ...... Koi agree kr rha hai kya hmse😢😢😢
root under l2+b2+h2 is mentioned as per Pythagoras theorem for 3D diagrams
Lord Ravi Prakash 🙇
Thanks a lot sir.
Thank you sir 🙏
thanku sir
Thank you sir
In the last question, how can Length be taken as 5 or 6, because length by definition is the largest of 3 dimensions. Please clarify.
Its an ant not a piegon😂❤
If we open the top face and make it vertically then horizon distance becomes b+h and vertiy l. Then the answer comes different. Can you anyone please explain it ?
Is this ok for this yr cat as it is 5 yrs back
nice questions
🔥🔥🔥
You are amazing 💖
It can't fly😇.
King king king
how to get root 5a can anyone explain?
same doubt
Don't add it under one root, √5/2a +√5/2a i.e. half +half = 1 I e. √5a
I think it is 10a^2 / 4 under root
Sir, can you provide the link to the discussion forum?
Sir at 15:15 correction is required
yes correction needed, it should be [(B+H)^2 + L^2]^0.5
@@neelvaghasiya7492 Pls explain the concept
Listen the music at 1.5x 😁
Sir flying red ants bhi hoti hain 😂
sir,where are the videos related to cubes only? anyone can provide the link,if there??
you can find it in the DILR playlist
At 15:49 (b+h)square+Lsquare
sir can you share trigonometry chapter playlist. i cant find them
😂😂😂
preparing for cat 2023 ?
First I thought the diagonal only😅
Me also
At 15:16 shouldn't it be sq root of (b+h)^2 + l^2.
No. Re assess.
@@shresthsingh6745 please explain how
@waseem khan you are absolutely right, he did a mistake over there. If anyone disagrees with me then draw the top layer and the front layer (layer over which ant crawls) in 2D as if opening the whole cuboid, you will find the right angled triangle we obtain is (b+h) as height of the triangle and (l) being the base of the triangle, now apply pythogoras theorem. Thank me later (:
yaa i too have the doubt
@@saurabhjena3528 exactly
sir at 15:'32 ....'
base 'h+b' and height 'l' hoga ????? reply karo sir ab apka sahara
I too think it's b+h. It would be great if someone clears the doubt.
@@saikishore6986 you are correct ,sir took roof and take it as l+b ,l+b also right if we take from side .
Shouldn't it be root( l^2 +b^2+h^2) ???
what? the shortest distance? Yes, the diagonal is the shortest but an ant can't fly and go to B. Therefore, we use this method.
Remember, it's ant not a sparrow 🤣🤣🤣
@@fleabag3458 lol 😂
@@meghachoudhary6623 😂
both are correct but according to the diagram B+H is correct ,if we take it from side it will be L+B.
Maths should be banned for those students who are good in mugging up I am dumb in maths but good in learning subjects
haha ur comment its an ant not a sparrow
😆
Ant can also follow the path ACB, they can go to C point and then jump from it. It will be fastest way as well and save time of walking. Ant can fall from 1000 time higher then their height without getting hurt.
Hahhahahahaha just women things 😂😂😂
women ☕
@@ShivashishSharma-mp3gb 😆
@@saikishore6986 first of all how do you know it's women ,dp can be fake . Also this comment might be a joke and you people probably studying for CAT still coming with chapri sexist comment is highly ironical
@@srishtirani9703 Sorry madam. Not intended to hurt personally, it was just a joke. If her comment was a joke then why don't you also take my comment as a joke.
Thanku sir