I have an easier method (for me at least). It goes from left to right. 700x70 + 700x9 + 90x70 + 90x9 + 70*2 + 2x9 = 62,568. I did this all in my head. So proud of me, got it first time. You got to be pretty good with numbers to use this method. You keep a running total in your head while you're going from left to right and good memory as well. It works with any 3 by 2 digit numbers with no carrying (Of course you need to carry when you add numbers together).
@@vagnersobolev552 Do you mean how long it takes to count or how long it takes to master it? Depends on your skill level with numbers and your memory as well. I don't have much advice other than 'keep practicing'. Good luck my friend!
instinctively i would do 792x80 - 792...so it'd be 792x8 then adding a 0 at the end of the result then subtract 792, which is even very close to a round number that's 800 so...but i didnt even graduate at secondary high school :)
isn't it faster (for those with good memory so not me xD) to multiply it by first digit then add a 0 then sum up the moltiplication between the 3 digit number and the second digit...i mean idk 682 x 73 = (682x7)x10 + 682x3... i mean...you just need good memory to remember the longer numbers, don't really know if i made it very clear but, thats a lot easier at least to me.....anyways..math is so fascinating :)
@@wanhongchen9759 For you, maybe. I too use the above method, and the steps are much easier to remember. I guess it just depends on the level of working memory that one has.
This is amazing im trying to teach my nephew this trick. I love to watch your videos so helpful.
My dream: having you as my math teacher...
You are the best Teacher. I like it . Awesome.
Vedic technique of multiply .Can do it Right-Left or L-R for n-digit multiply m-digit !!!!
thank you it helped me a lot
Really nice techniques
love teacher❤❤❤❤
What do you call that method?
your way of explaining thinks make me feel like you are talking to 2 year old but even thought great lesson :)
It doesn't always work you didn't explain how to do if there is 3 digits numbers to carry
You leave the third digit and carry the other two digits.
Nice😍😍😍😍
Omgness I'm NEVER doing the looooong way again, this is awesome!!!!!!!! 😆😎😭
Agyacatafagacayacaya cc yavwiahaoab
thx man
Go d bless us to to do all good works to everyone in this life. Vijay Shankar Tiwary.
**Swear To God** why you gotta take so long
**Got my answer wrong** 466×27=12,582 **not** 12,042 soo **yeah**
I love this
What do you do if it's 792x79 it will give you 3 digits on the big criss cross
carry the 2digits
I have an easier method (for me at least). It goes from left to right. 700x70 + 700x9 + 90x70 + 90x9 + 70*2 + 2x9 = 62,568. I did this all in my head. So proud of me, got it first time. You got to be pretty good with numbers to use this method. You keep a running total in your head while you're going from left to right and good memory as well. It works with any 3 by 2 digit numbers with no carrying (Of course you need to carry when you add numbers together).
@@ali-4096 Isn' that just counting? How long does that take?
@@vagnersobolev552 Do you mean how long it takes to count or how long it takes to master it? Depends on your skill level with numbers and your memory as well. I don't have much advice other than 'keep practicing'. Good luck my friend!
instinctively i would do 792x80 - 792...so it'd be 792x8 then adding a 0 at the end of the result then subtract 792, which is even very close to a round number that's 800 so...but i didnt even graduate at secondary high school :)
Vedic maths
isn't it faster (for those with good memory so not me xD) to multiply it by first digit then add a 0 then sum up the moltiplication between the 3 digit number and the second digit...i mean idk 682 x 73 = (682x7)x10 + 682x3... i mean...you just need good memory to remember the longer numbers, don't really know if i made it very clear but, thats a lot easier at least to me.....anyways..math is so fascinating :)
Yeah yeah it is not faster
@@wanhongchen9759 For you, maybe. I too use the above method, and the steps are much easier to remember. I guess it just depends on the level of working memory that one has.
#darkweb
11168
it is vedic math tactik😎😏🙅🙅🙅🙅🙅
#🍑💨
Lol come on.
#poopgirl82789
#pooping
#lightweb
*swear to god* whi you gotta be so long
This is very complicated way to teach 👎🏾
the way i do it in my head is far superior and simple compared to this. as soon as vid started it took me about 14 seconds
Lol
🛎🎈🧸🎎🗝🧪🌡💉🩸🧬🦠🧫🕳🔪🪓🗡⚔️🧨🛡🏺⚱️⚰️🚬💣⛓🧲 ⚗️🧿💊⚒🔨🔧💰💷💶💎💳💴💵💸🛢🪔🕯🌋🎭🎫🎟🤹♂️🤹♂️🏹🍄🥀🌚🌜🌛🌞🌝🌪🔥🍏🍎🍐🍊🍋🍈🍓🍇🍉🍌🍒🍑🥭🍍🥥🥦🥑🍆🍅🥝🥬🥒🌶🌽🥕🥐🍠🥔🧅🧄🧀🥨🥖🍞🥯🥚🍳🧈🥞🧇🦴🍖🍗🥩🥓🌭🍔🍟🍕🥪🥙🧆🌮🌯🥗🍲🍜🍝🥫🥘🍽🥣🥡🥢🧂🥄🍴🧊🍾🧉🥂🍷🥃🍸🍹🍻🍺🍶🥤🧃🍯🥛🍼☕️🍵🥜🍪🌰🍫🍬🍭🍰🧁🥧🍦🍮🍩🥛🍯🍿🎂🍨🦪🥟🍱🍣🍛🍤🍙🍚🍘🍥🥠🥮🍢🍡🍧🍰🧁🥧🍦
(UwU)
#darkweb