Math, asked by suzzi57yadav, 1 year ago

what least number must be added to 5607 to make the sum a perfect sq. find the sq.root of the perfect sq. number so obtaind

Answers

Answered by CoruscatingGarçon

Take the square root of 5607. Square root of 5607=74.8799 So 5607 is between 74^2=5476 and 75^2=5625 As we know 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

CoruscatingGarçon: Sabse pehle 5607 is sq. Root lo

CoruscatingGarçon: It is 74.8799

CoruscatingGarçon: 5607, 74 aur 75 ke sq. me beech mein aata hai

CoruscatingGarçon: Hame add Karna hai isliye ham 5607 se agla sq dekhenge.

CoruscatingGarçon: That is 75 is square 5625

CoruscatingGarçon: Subtract 5607 from 5625

CoruscatingGarçon: We will get 18

suzzi57yadav: ok

suzzi57yadav: thanxx

CoruscatingGarçon: Now pls mark it the brainliest

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