Mental Root Square Calculation.
Better Memory. ( improve human memory ) – square root
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Last edited: 2020-01-18. YMD
Mental arithmetic: Calculate square roots by heart.
In the series of articles on improving your memory, this time I am going to talk about calculating the square root of the square of a random number between 1 and 100.
You can learn this calculation trick fairly quickly and you can use it among your friends
(if you have one) or use it at a family celebration to demonstrate that you have a high IQ.
I work here with numbers of which the result of the square root is an integer. So no decimal places.
Mental Root Square Calculation – How?
Step 1 – Have your counter-party say a number between 1 and 10,000 of which you will calculate the square root by heart.
Now how do you know if the outcome will be an integer?
Give them a calculator and tell them to multiply a random number between 1 and 100 with themselves and tell you the outcome. And you then give them the square root of that number as an answer.
Step 2 – Calculate the square root by heart.
To do this, you must first memorize the following set of squares.
10 squared = 100
15 squared = 225
20 squared = 400
25 squared = 625
30 squared = 900
35 squared = 1225
40 squared = 1600
45 squared = 2025
50 squared = 2500
55 squared = 3025
60 squared = 3600
65 squared = 4225
70 squared = 4900
75 squared = 5625
80 squared = 6400
85 squared = 7225
90 squared = 8100
95 squared = 9025
100 squared = 10000
And further this table
|Last figure result|
|<5||> 5||last digit|
Now that you have learned all this by heart, you should normally be able to answer the question of what is the square root of X within the second.
(where X is the square of a number from 1 to 100)
What is the root of 1444?
The only thing you have to do is see which of the outcomes you have learned by heart.
In this case, therefore, between 1225 and 1600. And so you know that the outcome must be between 35 and 40.
The table serves this purpose. 1444 ends in a 4 so your outcome must end in 2 or 8
Since it must be greater than 35, it is therefore 38.
38 × 38 = 1444
Exercise = 6724
This is between 6400 and 7225. The result is therefore between 80 and 85
The statement ends in 4. So again 2 or 8 according to the table but the last digit must be less than 5 (result less than 85) so the result is 82.
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