Remainder Trick In 5 Seconds

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Remainder Trick In 5 Seconds
Guinness And Math Guy

In this video, I show you a quick way to find a remainder whenever you are dividing any number by 9. You can just add the digits and keep adding them till you get the single digit number. That's called the digit sum and that's the remainder.

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These tutorials make solving math problems much more easier and reduces the fear of trying to solve problems😎

lindasdeanda
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Divide the last 4 digits by 9.In this case, divide 1906 by 9 you will get 7 as remainder.

Zahid-Raja
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Funny trick. I’d love to see the proof

davidvernon
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Total all number it's 61 and divided by 9 balance 7

manimaranrajendiran
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Thanks a lot. Can we use this logic for similar questions..?

sudipmuley
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AMAZING!
please publish a tutorial explaining why this is so?

diligentsun
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Is this same process for every single digit number

vinayraju
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This rule applicable all numbers means 7instead of 9

knowledgepower
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Why or why weren’t you my mathematics teacher in school, but I want to thank my mom for holding it down.😇

drewbranch
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Add all the digits and divided by 9 remaining 7 it is answer

gajulajanardhan
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Is this logic applicable to all tables

chaitanyachaitu
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School se aaj tak yahi problem hai. Teacher ya koi aur solve karta hai to lagta hai yes i understand. Jaise khud karne jaate hai to sab phir se bhool jaate hai 😂

umarshamsi
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Thank you a lot😊 sir
I didnt know this i commented

manveshch
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fantastic sir thanks for this trick. very nice 👍👌

SreeSahana
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man i love the vids but the accent really had laughing

xyzxyz
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Sir ji....such a great fellow...kudafiz

Collective_Writer
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Now is that work with all the numbers that’s divided into or is it only 9’s???

malenatully
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I do faster than you by adding all digits and divided 61 by 9 and the reminder is 7 lol😮

Europewalakang
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It’s ok for 9 digit. Similar we cat take any anther digits

ABDULHAMEED-hmgj
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Sum up all the digits repeating the steps till the sum result comes below 9 ( <9)... What will be final summation that will the remainder....
If we sum all the digits in 1st step then it will come 61, and again repeat second step it will come 6+1=7 and this is the remainder...

I_am_biswas