Math, asked by Top11, 1 year ago

what is the least number that should be added to 6200 to make it a perfect square by long division method

Answers

Answered by laranyaburugula
15

We need to add the reminder with the given number.
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Answered by mathsdude85
9

<b>Answer:</b>

79

<b>Step-by-step explanation:</b>

         78

         -------

    7 | 6200

       | 49

         --------

148 |  1300

          1184

       -----------

             116

We observe that 78² < 6200 < 79².

Hence, the number to be added is:

= 79² - 6200

= 6241 - 6200

= 41

Therefore, the perfect square is 6200 + 41 = 6241.

⇒ √6241 = 79.

\textbf{Hence, the required number is 41 and the square root is 79.}

Hope it helps!

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