It is not only a multiple of 2, but also a factor of 3

It is not only a multiple of 2, but also a factor of 3


4 54



2 / 1 is not only a multiple of 2, but also a multiple of 3, and contains a factor of 5. This number can be []


Hello
This number can be: 2010, 2310, 2610, 2910
At the same time, the bits that are multiples of 2 and 5 must be 0
The original thousand digit 2 and ten digit 1 add up to 3, so the hundred digit must be a multiple of 3 or 0



9 is a multiple, 3 is a factor. Right or wrong


No
Explain specific situations
For example, in 9 and 45, logarithm 9 is not a multiple



The three digit numbers composed of 2,5,0,9 (1) are odd numbers (2) are multiples of 5 (3) are both multiples of 2 and 5
It is the fourth question of the characteristics of multiples of 2, 5 and 3 (1) in unit 9 of Volume 4 (2) of primary school mathematics published by Jiangsu Education Press


2,5,0,9 (1) is the odd number 25092905
(2) The number of components is a multiple of 5: 209595202590
(3) The number of components is not only a factor of 5, but also a multiple of 2: 259029505290592092509520
If it helps you, please take it. Thank you
This is the first answer. I wish you progress!



A number is not only a factor of 48, but also a multiple of 4?


There may be 4 8 12 16 24 48



A number is both a factor of 96 and a multiple of 4. What are such numbers?


96 divided by 4 is the result of hope can help you



4 is a multiple of 0.5, and 0.5 is a factor of 4, right


No, the factor has to be an integer



What is the relationship between factor and multiple


Factors and multiples are relative
The multiple is generally larger than oneself, and the factor is generally smaller than oneself
For example, 12 △ 4 = 3
12 is a multiple of 4 and 12 is a multiple of 3
4 is a factor of 12, and 3 is also a factor of 12
We can't say 12 is a multiple, 3 is a factor



What is the relationship between factor and multiple?


When an integer is decomposed into other integers, the other integers are called the factors of the number. If an integer can divide another integer, the front is the multiple of the back. The minimum factor of a number is 1, the maximum factor is itself, and the number of factors of a number is limited, The number of multiples of a number is infinite



Given that a is a multiple of B and C is a factor of B, what is the relationship between a and C
busy


C is the factor of A