The only integer with both those as multiples is 1.
The only integer with both those as multiples is 1.
The only integer with both those as multiples is 1.
The only integer with both those as multiples is 1.
Any square of a prime number. For example, 5*5 = 25 has the factors 1, 5, 25. If you square any other prime number, call it "p", the factors of the result are 1, p, p square.
Square numbers have an odd number of factors.
A perfect square has an odd number of factors.
Odd. I determined my answer by looking at the number of factors of a square number.
Square numbers have an odd number of factors.
66 and 605 are both multiples of 11.
it is an even number it is composite number it is a square number it is a number between 10 and 100 it has factors and multiples and it has a prime factorization.................................
Any square of a prime number. For example, 5*5 = 25 has the factors 1, 5, 25. If you square any other prime number, call it "p", the factors of the result are 1, p, p square.
It is the square of any one of the four multiples of 6 between 10 and 31.
The answer to the division is a number (8) that can be added to itself to make 16. The answer to the square root is a number (-4 or +4) that can be multiplied by itself to make 16.
Square numbers have an odd number of factors.
This number would have to be a squared number as it only has 15 factors. The number I have calculated is 324 as the square root is 18
The next square number after ten (which is not a square number) is 16. Sixteen has five factors.
All square numbers have an odd number of factors.
Any even exponent of 3 is a square number.
A square number will have one factor pair that consists of the same number (the square root). In the list of factors, that number will be written once.
No, only square numbers have an odd number of factors.