Fast Math Tricks and Techniques : How to multiply in your head : Mental Maths
For my full course on Speed Math Tricks and Techniques please go here : //tinyurl.com/pozp8aj Fast Math Tricks and Techniques : How to multiply in your ...
+Stephan Edmonds Yes its quite a pain agreed, but thats the whole point. Being able to avoid the calculator
Fast Math Tricks - multiplication of two and three digit numbers.
How to multiply numbers numbers calculating the fast way! Using this method you will be able to multiply any pair of two and three digit numbers with each other ...
Urman Ratneshwar +Danielle O'Neal same, works for me, when you get the last 17 spread it across the 8 and the 1 which turns them into a 9 and an 8 respectively
It does work. Just follow the steps exactly as he says and you will get the correct answer. I multiplied 999x99 and got 98,901 from using his steps, then checked on my calculator and I was correct.
+sri teja So what you do:the first digits of each number, you times that and that will be your 1st digit of your answer for now. 6x3 = 18then you do the same (last digits of each number) for your last number for the answer for now6x2= 1218 _ _ 12Work out 6x3 + 2x2 = 22 (top rainbow)Work out 3x2 + 2x6 = 18 (bottom rainbow)Here is the tricky part-> 18 18 22 12see the 12?, carry the 1 to "22" and that will be 23 and the 12 will remain a 2-> 18 18 23 2from the 23, leave 3 alone, add the 2 to the "18" to the left, it will turn to 20-> 18 20 3 2You have a 20 now, so add the 2 to the 18 to your left and the 20 will become a 0> 20032 < Your answer :)
Someone requested 999 * 99
I prefer the 2-digit system
Like this
Step 1
99*9 = 891
9 * 9 = 81
891_1 and carry 8 in blank
99*9 + 9*9 = 972
+ carry that other 8 = 980
89101 (carry the 8)
89901 (carry the 9)
98901
But the trick for 9's. Much easier take 999*100 - 999*1
99,900 minus 999 =
99,900 - 1,000 + 1 = 98,901
This approach works really well when the numbers are smaller. If I have a
problem that involves a lot of carrying with larger numbers, I tend to use
the standard algorithm.
+twistedblktrekie Carrying over – the Nemesis of mental math :PIf only someone had figured out a way to get rid of the carries, it could work much more faster and easier for the brain :P
This is a very easy way to multiply by 9. Simply use your two hands, palm facing downwards... The little finger on your left hand is now number 1, while the thumb ...
My teachers NEVER taught me this method. How cool is this??? what is the
name of this? This is the best thing EVER. Thank you for sharing. See that
goes to show you no matter how simple something is there's always someone
who's never seen it before. If we haven't seen it or heard about it then
it's practically new
Multiplication by 9 is so easy on your head that doing it with your hands
is completely useless. I thought you were going to teach how to do 679x953
using hands similar to a soroban.
@LeoLxx7 haha, I actually just learned this one month ago. When I first saw
it I was AMAZED! I've since tried to teach my sister but she finds it
confusing. Oh well...
Fast Multiplication of any number - using vedic math
This maths trick for fast multiplication allows you multiply any two numbers quickly, using vedic math. This method is a great alternative either for those who need ...
+IBRAHIM ALI nope. It could work until 8 places or more, but it becomes more and more calculated. If you do it right though, it would save time compared to the regular long method.
+IBRAHIM ALI Do it by the process shown at 3.16. The answer is coming by the stated method.Hope you get the answer :)if not reply to this thread. :D#StayAwesomeGotham
yes the same method, you do the last 2, then last four, then last six, then last eight, then last ten, then, 8, 6, 4, 2 and you get your answer, when you do 5, do top right digit with bottom left and top left with bottom right, then the middle ones are vertical and the others diagonal. the fours are always diagonals and all even numbers
Fast Mental Multiplication Trick - Multiply in your head using base 20 and 30
This mental multiplication trick uses the idea of a third number - a base number - to help us multiply two numbers in your head. This series of videos first looks at ...
+hi bye 24x32 => i would use "base" 30 for that. so i have -6 and +2 => 30*30 + (-6+2)*30 + (-6*2) =>900 + (-4)*30 -12 => 900 - 120 - 12 = 780 -12 = [768]
+Awesomegirl329 Msp i'll give u an example if the case was 96 * 26 => as 96 can be divided by 3 =>=> 3 * (32*26) . and u already know how to solve that ("base" 30). Then u multiply by 3. Ex:32*26 = 900 + ((2-4)*30) + (-4*2) = 900 + (-2*30) - 8 = 900 -60 -8 = 832 [=32*26] , then u multiply it by 3 =>=> 832 * 3 = 2496 , and that will be the answer of 96 * 26. if you want to know 97*26 , just add 26 =>=> 2496+26 = 2522. It's long but u just need to focus to be able to solve it mentally.