Vedic Mathematics - 5x5 magic squres - the easiest and fastest method! by VSR

now construct 5x5 magic squares easily! Here, VSR explains a vedic mathematics method to construct magic squares easily and quickly. Please watch the previous video on magic squares before trying this. Enjoy Magic squares! Enjoy mathematics!!

[@mahitilahun1214]

This video made it super easy! I would have had 0% on my weekly mental if it weren’t for you! Thank you 😊.

[@cesarl.c.847]

Hello... to try video where can you to download Excel file to resolve Square Magic 3x3 and 5x5. To Find on RUclips as: Creación Cuadrado Mágico lado impar - Creating Magic Square odd side. Grettings.

[@gsriram3959]

Truly excellent. The best part is we can change the magic constants by including fractions as well.

[@KathyLambieee]

thank u soooooooooooo much. i had a project in math that i had to make a magic square, but it was sooooooo hard. you helped make it so much easier. thank u so much.

[@lakshmi9tharyan611]

Excellent method.... Superb... 👌👌👌

[@Neelambika_BS.]

Superb yar fantastic

[@patrickodoherty1334]

You can find out more about background history on Magic Squares in art, science and culture on Glenn Westmore's blog.

[@itsme-yz5ek]

Thanks for this video this video is very helpful for us

[@alohaman99]

Is there a rule for finding out the beginning number (in this case = 1) if you already know the final magic sum (in this case = 65)?

[@raphbuencamino492]

Up

[@smartvsr]

@jonantoni92 You can fill any number. to get 15 as a sum, you need to fill numbers from 1 to 9.

[@Mhdjcj]

thank you to make it so simple to understand. You make me see how simple it is.

[@mantraybalsaraf1132]

I WAS VERY INSPIRED BY THIS VIDEO REGARDING MATHS .... AND I DID IT

[@navyashreebhavaninsb1598]

SIR THIS IS THE BEST EVER VIDEO OF 5x5 MAGIC. IT HELPED ME A LOT SIR.
THANK YOU SIR.

[@Asharaf74]

this was the best one .this was the only one which helped me

[@ashaz1641]

Thanks for the video

[@kirteepurohit8691]

Thanks that helped me on time
You deserve a like :)

[@ramchandralahoti6421]

Really this was a good explanation

[@shivannamc8148]

Thanks for you so much

[@chandruarni]

I uploaded a video here on a similar solution on 28-9-2007 ( nearly 3 years back) . The solution was by Bachet de Mezirac not based on Vedic Maths but using the NE diagonal but going up 2 cells when blocked and not 1 cell down. ""How to construct Magic Squares by Chandru arni

[@sisi11122]

The only video that I understood. Good job bsnvr

[@sristisingh576]

👑

[@OrangeShark007]

Simply awesome !!

[@rithvikravindranath5081]

Awesome techniques I loved it understood a lot thank u so much

[@loving110995]

OMG! THAT SEEMS SO SIMPLE NOW! I ACTUALLY UNDERSTAND THAT NOW! THANKS GUY!
btw, I Love The Way You Talk! :)

[@redits7016]

Thanks it is helpful

[@mantraybalsaraf1132]

AND I REALLY DID SOME DIFFERENT RANGE AS 26 - 50 ..... IT WAS AMAZING

[@jaykv28]

Hi, pls let me know if we can get the starting number of the matrix for any given number, that is in the case of 65 total, the starting number is 1, similarly for any given number.... for example 249, what will be the starting number of the matrix. Is there a calculation or method to get this....?

[@rameshchandrajoshi4161]

बहुत अच्छा लगा।

[@smartvsr]

Thank You

[@srinivasankn9417]

awesome sir

[@sheetal1135]

Thank you very much
this is the technique which I found the most easiest tq.......

[@prakashasn9519]

You are genius bruhhh

[@ShobhaShobha-iv4zh]

Thanks

[@shripadthane2951]

I am student sir your video is super

[@shailubhalki]

Thanks a lot sir

[@prakashasn9519]

You are awesome Bruh

[@lucasallelouwen]

very clearly thanks!

[@NancyMania25]

Ohhh! Its much simpler to me now! Thanks for uploading!

[@ssuniljoshi]

Superb sir!!!!!!

[@naveenhegde4542]

very nice..... amazing

[@sfhdiosha]

How to use this method in 4x4 or 6x6 when you dont have middle square. ??

[@prathibhashetty4741]

just amazing

[@h23delious85]

Dude you rock and i am a gamer and i actully understand this thing you rock dude

[@ramkhawas4728]

Wow

[@girmaykiros7845]

Mans came clutch.

[@shailubhalki]

Superb

[@deepakmukund9001]

thnx for the help...

[@smitham2518]

Super

[@sriramhegdegk8345]

very good trick

[@MrToughnachos]

nice

[@jdsings2842]

Sir I have a competition tomorrow and I have to explain this although I know this method but I have a doubt that why do we write it at the end of the row the same way in which 2 is written why can't we write it somewhere else pls sir reply fast what I mean is that the no two why can't we write it in place of any other no like 8,14or 20 why is it written at the end of the row

[@Ramhams1337]

how do you know where to start if you wanted anothoer number? say 33?

[@shubhenterprises4416]

how solve if the sum is 102 methed by 4x4 magic tree

[@Djdeep1313]

hey its a really simple u made it damn simple nw i can do it!!!!!

[@ajmh66]

Dude you Rock!!

[@arjunagipatil4009]

thanks

[@Finger_Lock_]

Genious!!!!!

[@fazenon4683]

you are so good
:> ;> :< :

[@SuperBuetiful]

Why do you put the one in the middle square?

[@kanithasudar3130]

How to do for 4×4 square

[@singhiskingtherap]

its not working with 9x9 box plz upload that also plz sir plz sir plz sir plz sir plz sir plz sir

[@avirozshaa624]

awesome :))))))))))))))))))))))))))

[@sheikvpm]

yes

[@singhiskingtherap]

sir but its not working with 9x9squares plz upload that also plz sir plz sir plz sir plz sir

[@greeshful]

thank for explaing!!

[@eknathdhruw6513]

Can you give me 3 5×5magic square

[@smartvsr]

yes! any sized "odd" number of squares.

[@H.Hildelisa]

Bro my teacher gave me this for homework like bro why you giving us hard stuff like...........

[@linh4010]

proof

[@abdulsajjadgalib]

Dear sir if you don't mind then I give you a challenge. Will you like to accept my challenge? If yes then my challenge is make a 9 box magic square with number (1 to 10-11)or (2 to 11-12) or you may escape some number during filling the magic square box and the horizontally, vertically and as well as diagonally addition must should be 16 and also make another 9 box magic square with same condition but their addition must should be 17.
Please accept my challenge without repeat any number dwice. I will wait for your reply.
Thanks

[@leviuzodike9061]

But why does this work?

[@sallome98111]

16 wasn't on the corner ! 15 was on the corner

[@maxzriver]

A person was born August 1, 1965 as at thirteen hours of the mentioned day, form the corresponding magic square
Applying my method of even position for nc = 5, we will have
A 1 2 3 4 5
B 8 9 10 11 12
C 19 20 21 22 23
D 65 66 67 68 69
E 13 14 15 16 17
13 66 21 11 5
22 12 1 14 67
2 15 68 23 8
69 19 9 3 16
10 4 17 65 20

[@Ramhams1337]

are you indian. the accent is nice :P

[@shilpasp1181]

odd numbers5x5

[@smartvsr]

Watch out my video I am uploading in few days!

[@rafaeloshiro2903]

i have discovered a rule: the central number times the square side will be the sum of the diagonals, the columns and the lines!

[@ashishmyname009]

iNteResTing... :D

[@MrKenza74]

hessse !!!!!!

[@hackerblackcackerhacker7455]

99-22 ((=40 )) how to making ?