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How to Find Cube of a Number

Published on Tuesday, January 19, 2016
Dear Readers,
Today, I am sharing the shortcut tricks by which you can make cube of a number. In my previous two article I shared you the shortcut tricks of “how to find square of any number”. But today I am able to show you this trick only for some numbers (1-20 & 90-110). Just follow the rules how number makes cube. I am trying to find out the shortcut trick for other numbers. Whenever I will find it, I will share you.

How to Find Cube of a Number

Rule: 1 Number from 1 to 10

Please don’t use any rules for these numbers. Try to memorize.
13 = 1
23 = 8
33 = 27
43 = 64
53 = 125
63 = 216
73 = 343
83 = 512
93 = 729
103 = 1000

Rule: 2 Number Close to 10

10 + 3X | 3X2 | X3      (X will take -Value when the number is below 10 or vice versa & the digit will be one after |  )

If we find the cube of 12 (close to 10), then
123= 10 + 3X | 3X2 | X3         
123 = 10 + 3.2 | 3.22| 23
123 = 10 + 6 | 3.4| 8
123 = 16 | 12| 8
123 = 1728

If we find the cube of 16 (close to 10), then
163= 10 + 3X | 3X2 | X3         
163 = 10 + 3.6 | 3.62| 63
163 = 10 + 18 | 3.36| 216
163 = 28 | 108| 216
163 = 28 | 129| 6
163 = 4096

Rule: 3 Number Close to 100

100 + 3X | 3X2 | X3    (X will take -Value when the number is below 100 or vice versa & the digit will be two after |  )

If we find the cube of 105 (close to 100), then
1053= 100 + 3X | 3X2 | X3     
1053 = 100 + 3.5 | 3.52| 53
1053 = 100 + 15 | 3.25| 125
1053 = 115 | 75| 125
1053 = 115 | 76| 125
1053 = 1157625

If we find the cube of 96 (close to 100), then
963= 100 + 3X | 3X2 | X3       
963 = 100 - 3.4 | 3.42| -43
963 = 100 - 12 | 3.16| -64
963 = 88 | 48 | -64
963 = 88 | 47 | 36
963 = 884736

Rule: 4 Number Close to 20, 30, 40, and 50

Coming soon.


N.B. : Don’t try these tricks for other numbers. 

Questions from this topic:

Q.1: 1053 + 153 + 53 = ?
Q.2: 953 - 53 + 153 = ?
Q.3: 1093 = ?
Q.4: 13 + 113 = ?

Thanks.

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ramandeep singh

Ramandeep Singh is a seasoned educator and banking exam expert at BankExamsToday. With a passion for simplifying complex concepts, he has been instrumental in helping numerous aspirants achieve their banking career goals. His expertise and dedication make him a trusted guide in the journey to banking success.

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