Mentally Multiply by 5, 25, 50, 250
This is a simple quicker math trick but it can be very useful for young students to solve seemingly difficult calculations. I will be glad to get your feedback on this.
Mental multiplication by 5, 25, 50, 250, 500 and so on.
Any number can be expressed in different ways. For example, 5 can be expressed as 10x(1/2).
Trick: Multiplication by 5
Step 1: Multiply the number by 10, i.e. simply place a zero after the number.
Step 2: Halve the resultant number.
Example 1:
5 × 136 = ten times of 136 i.e. 1360 should be divided by 2 = 1360/2 = 680
Example 2:
5 × 343, half of 3430 is 1715
Also check out, how to mentally multiply by 111?
Trick: Multiplication by 50, 500, 5000 and so on..
The above logic can also be applied to 50 which is half of 100 i.e. 1/2x100
Instead of multiplying the number by 10 we have to multiply by 100. So we have to place two zeroes after the number.
Example 1:
50 × 136 = hundred times of 136 i.e. 13600 should be divided by 2 = 13600/2 = 6800
Example 2:
50 × 647 = hundred times of 647 i.e. 64700 should be divided by 2 = 64700/2 = 32350
Same logic can be extended to numbers like 500, 5000 and so on.
Trick: Multiplication by 25
For multiplication by 25, we have to go one step further, 25=100 x (1/2) x (1/2)
Step 1: Multiply the number by 100, i.e. simply place two zeroes after the number.
Step 2: Halve the resultant number.
Step 3: Again halve the resultant number.
Example 1:
25 × 136 = hundred times of 136 i.e. 13600 should be divided by 2 = 13600/2 = 6800. Again halve this number, 6800/2 = 3400
Example 2:
25 × 343, half of 34300 is 17150. Again half of 17150 is 8575.
The above logic can also be extended to numbers like 250, 2500 and so on.
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September 24th, 2012 - 00:09
thanks for all this
* if u want to multiply 25 with any no just put double zero and devide by 4
25*12 —–1200/4 = 300
25*444 44400/4 =11100
November 20th, 2011 - 09:19
thanks a lot for this shortcut method of multiplication its really usefull to me
October 1st, 2011 - 15:26
wonderfull work thanks a lot;)
August 28th, 2011 - 23:55
You are really HEROES,KEEP IT UP,thanks
August 8th, 2011 - 12:42
hello sir can u explain how to guess the aproximate ans in complex caliculations like
939202/34572
August 10th, 2011 - 23:04
dnt use shortcuts for these type of multiplication….
December 20th, 2011 - 13:56
use calc
January 30th, 2012 - 18:26
try to divide 939 by 34,will lead approximate value
July 13th, 2011 - 02:09
great work buuddyyy.
June 30th, 2011 - 13:05
you r excellent and mind blowing and how do you get these
June 17th, 2011 - 14:35
Thanks……. u give a seriously mind-blowing methods to solve numerical in a very easy way
June 17th, 2011 - 12:39
Thanks to all of you
June 10th, 2011 - 14:36
its really gr8…:)
June 7th, 2011 - 15:23
gud one
June 6th, 2011 - 10:32
Thank you