Math, asked by sidharth4757, 1 year ago

Find the least num Find the least number which must be added to 306452 to make it a perfect squaresquare

Answers

Answered by Anonymous
3

Answer:

464 is the Correct Answer ❤️

Step-by-step explanation:

Firstly find the value by long division method.

Here we see that root 306452 is equal to 553 and remainder is 643.

So next perfect square is = (554)² = 306916.

So least number that must be added to 306452 to obtain perfect square is

306916 - 306452

= 464

Answered by Anonymous
2

Holaaa Mate

Answer:

Firstly find the value by long division method.

here we see that root 306452 is equal to 553 and remainder is 643.

so next perfect square is =554^2 = 306916.

so least number that must be added to 306452 to obtain perfect square is 306915 - 306452 =464...

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