Math, asked by Anonymous, 1 year ago

Which least number must be added to 5607 to make it a perfect square?Using long division method solve the problem with steps.

Answers

Answered by sarvesh144

18 is the answer guys

sarvesh144: kk see 74 square is less than 5607 and 75 square which is 5625 is near to it so add 28 to it kkk

sarvesh144: 18 sry

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sarvesh144: plz

sarvesh144: hi

sarvesh144: hopeless

Answered by aryankunalroy38

i hope it help you

Take the square root of 5607 to get

√5607=74.8799

So 5607 is between 74^2=5476 and 75^2=5625

We must ask ourselves: what is the value of x that makes this equation true?

5607+x = 5625

To find out, subtract 5607 from both sides to get

5607+x = 5625

5607+x-5607 = 5625-5607

x = 18

Therefore, you must add 18 to 5607 to get the sum to be a perfect square. 18 is the smallest you can add.

Final Answer: 18

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