If a is a natural number not equal to 0, and 540 / A is also a natural number, then a can take () natural numbers

540 decomposition quality factors are: 2, 2, 3, 3, 5. So the natural numbers that meet the requirements are: 1 quality factor, 3: 2, 3, 5. 2 quality factor, 5: 4, 6, 10, 9, 15. 3 quality factor, 6: 20, 12, 18, 30, 27, 45. 4 quality factor, 5: 90, 54

RELATED INFORMATIONS

1. If a is a natural number (a is not equal to 0), then the reciprocal of a is ()
2. When a = (a is not equal to 0), the preceding natural number is (), and the following natural number is ()
3. There are 20 natural numbers, of which the odd number is more than the even number, and the sum of them is 100. How many even numbers are there at least?
4. In addition to even numbers, natural numbers are odd numbers?
5. A natural number is either odd or even, right?
6. In addition to odd numbers, there are also 0 and even numbers in natural numbers. Right or wrong
7. A natural number is either odd or even
8. In natural numbers, it's either odd or even______ (judge right or wrong)
9. In natural numbers, it's either odd or even______ (judge right or wrong)
10. Is it right or wrong that there is no largest odd or even number in natural number
11. M is a natural number which is not zero. What is the even number and what is the odd number
12. If the common factor of all even numbers is () a △ B = 10 (a, B is not equal to the natural number of 0), then the maximum of a, B is The common factor of all even numbers is () A △ B = 10 (natural number a and B are not equal to 0), then the greatest common factor of a and B is ()
13. What is the probability that the product of any two of the nine cards with numbers 1,2 ··· 9 is a complete square? What does it mean that the product of two numbers is a perfect square? Is a perfect square not the square of a certain number?
14. There are five digital cards. They are 1, 2, 4, 5 and 6. Take any two of them. The probability that the sum of the numbers of these two cards is even is?
15. From marked 1, 2, 3 If you take any two of the nine pieces of paper, the probability that the product of the numbers of the two pieces of paper is even is () A. 12B. 718C. 1318D. 1118
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17. Nine consecutive even numbers. The maximum number is three times the minimum number. What are the nine even numbers? Seven consecutive odd numbers are arranged from small to large. The sum of the second number and the sixth number is 38. What are the odd numbers
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20. The sum of nine consecutive even numbers is 232 more than the smallest of them. What is the largest of these nine numbers?