No, 7 squared is 49 and 8 squared is 64.
None. There is no perfect square that, when doubled, equals 60.
The square root of (any number that isn't a perfect square) is irrational.
Yes, you can arrange 60 chairs in a square array, but not in a perfect square since 60 is not a perfect square number. The closest way to arrange them would be in a rectangular formation, such as 6 rows of 10 chairs each or 5 rows of 12 chairs each. However, if you strictly want a square array, you would need to use 49 chairs (7x7) or 64 chairs (8x8) to fit the perfect square requirement.
Unless I've made a mistake, it's 3600 which is 60 * 60.
No real short cut I know of, just learn your multiplication tables and know your perfect squares. Once you do that you recognize that 36 is the perfect square of 6 so 3600 is the square of 60.
Yes, 3600 is a perfect square because it can be expressed as 60^2.
Yes. 60 is the square root of 3,600
None. There is no perfect square that, when doubled, equals 60.
64
If you mean as a factor, that would be 4.
The square root of (any number that isn't a perfect square) is irrational.
The square root of 60 is also equal to the square root of 15x4 the square root of 4 is 2, and 15 is not a perfect square, so the answer is (square root of 15) x 2
Oh, dude, perfect squares are like those numbers that you can easily find the square root of, you know? So, for 60, the factors that are perfect squares would be 1, 4, and 9 because 1x1=1, 2x2=4, and 3x3=9. It's like math but with a sprinkle of fun, right?
the correct answer is 15. factorize the number. In this case it will be 2*2*3*5. As you can notice, we need 1 more 3 and 5 to make it a perfect square. So the answer is 15. 15*60=900 900 square root =30
Unless I've made a mistake, it's 3600 which is 60 * 60.
No real short cut I know of, just learn your multiplication tables and know your perfect squares. Once you do that you recognize that 36 is the perfect square of 6 so 3600 is the square of 60.
200 is not a perfect square. Its square root is a fraction and the square root of a perfect square is always an integer.