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Q: What is least positive integer by which 68 should be multiplied so that resultant integer is a perfect square?

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A perfect square is a square of an integer (a whole number).

perfect square

A perfect square number is an integer multiplied by itself.

A perfect square is an integer multiplied by itself.

The product is a perfect square.

Any integer multiplied by itself results in a perfect square.

A perfect square has the condition that it must be any positive integer multiplied by itself. The closest perfect squares to 50 are 7*7 = 72 = 49 and 8*8 = 82 = 64 since 50 lies between 49 and 64, it must be it is not the square of a positive integer and, therefore, is not a perfect square.

63= 9* 7. 9 is already a perfect square, so mulitiply by 7. 7 is your answer.

It is not a perfect square because there is no integer that when multiplied by itself produces 270.

A perfect square number is an integer multiplied by itself. There are infinitely many such numbers.

No. There is no integer that, when multiplied by itself, produces the answer -36.

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