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It is. Every number is a square number, though not necessarily a pefect square number.

12 is the square of sqrt(12) which is approx ±3.4641

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Q: Is 12 a square number and why or why not?
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Related questions

What is an Adams number?

If the reverse square root of the reverse of square of a number is the number itself then it is Adam Number. For ex., 12 and 21 Take 12 square of 12 = 144 reverse of square of 12 = 441 square root of the reverse of square of 12 = 21 The reverse square root of the reverse of square of 12 = 12, then number itself. Such number is called Adam Number. cool....................


How is 144 a square number?

it is! A square number is one where you multiply a number by itself i.e. 12 * 12 = 144


SQ RT OF 144?

The answer is 12, since 12 times 12 equals 144- that is, 12 squared is 144. The square root of a number is that number which when squared gives the given number. Unless the number is a square, its square root will be a decimal approximation.


Is the square root of 12 irrational?

The square root of 12 is an irrational number


Is the square root 12 irrational?

The square root of 12 is an irrational number


What is the 12th square number?

What is the 12 square number


When you subtract one square number form the other square number the answer is 12 what are the two square numbers?

42-22=16-4=12


When you subtract one square number another square number the answer is 12 what re the two asquare numbers?

The square numbers are: 16-4 = 12


What number is a square number plus its even?

4 add 12 = 16 and that is an square number


Is 144 a cubic number?

No, it is a square number ( 12 x 12 = 144)


Every positive number has two square roots what are they?

The principal square root is a positive number which, when multiplied by itself, gives the original number. The second square root is the negative of the principal square root. So, for example, starting with 144. The principal square root is 12 because 12*12 = 144 and the second square root is -12.


Is 12 a perfect square number?

No.