find the smallest number to be subtracted from 330 to make it a perfect square
Answers
Given:
The given number = 330
To find:
The smallest number to be subtracted from 330 to make it a perfect square
Solution:
In order to find the required smallest no. which should be subtracted from 330 to make it a perfect square, we will solve the given question in following steps:
(1). First we will find the square root of the number 330 by long division method
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1 ) 330 ( 18
1 ↓
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28 ) 230
224
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6
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(2). Now, from the above division, we get the remainder as 6
To make 330 a perfect square we will subtract the remainder 6 from it
∴ 330 - 6 = 324
⇒ √324 = 18
⇒ 324 is a perfect square
Thus, the smallest number to be subtracted from 330 to make it a perfect square is 6.
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