Ex : 33 x 37
This is very easy. Matter of seconds to complete the multiplication
33 x 37 = 3 x 4 / 7 x 3
= 12 / 21
= 1221
Please remember this is special case
1. ten's digit should be same
In 33 x 37
10's digit is 3 in both number
sum of 1's digit = 3 + 7 = 10
Let us try one more example
42 x 48 = 20 / 16 = 2016
What exactly you are doing is
1's digit number in the result = product of 1's digit = 2 x 8 = 16
No carry forward. Just you are taking numbers as it is
i.e result = 2016
Try following examples and check the result
Ex 1. 51 x 59 = ?
23 x 27 = ?
94 x 96 = ?
76 x 74 = ?
This is very easy. Matter of seconds to complete the multiplication
33 x 37 = 3 x 4 / 7 x 3
= 12 / 21
= 1221
Please remember this is special case
You can apply this method if it satisfies two conditions
1. ten's digit should be same
2. sum of 1's digits should be 10
In 33 x 37
10's digit is 3 in both number
sum of 1's digit = 3 + 7 = 10
Let us try one more example
42 x 48 = 20 / 16 = 2016
What exactly you are doing is
1's digit number in the result = product of 1's digit = 2 x 8 = 16
10's digit number in the result = 10's digit number x (10's digit number + 1)
= 4 x ( 4 + 1) = 4 x 5 = 20
No carry forward. Just you are taking numbers as it is
i.e result = 2016
Try following examples and check the result
Ex 1. 51 x 59 = ?
23 x 27 = ?
94 x 96 = ?
76 x 74 = ?
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