Question

find the smallest whole number that must be added to 575 to make it a perfect square also find the square root of the new number

Answer 1

Hi friend!

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By using Long Division method, we get
$\sqrt{575} = 23 \: with \: remainder \: as \: 46$

The next perfect square is 24² = 576.
576 - 575 = 1

$Therefore, the smallest whole number that must be added to 575 to make it a perfect square is <big><b>1</b></big>.$

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Answer 2

Answer:

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