The digital sum of multiples of 9 always add up to 9 as for example 9*9 = 81 and 8+1 = 9
The word "another" in the question implies that you already have one pattern in mind. But you have chosen not to share that information. As a result I do not know if the pattern that I can think of is really another pattern or is simply the one you already know of. Consequently, there is way to answer the question in a sensible way.
my math teacher says no but i think that there is a pattern
An infinite number.
The multiples of a number are the whole-number products when that number is a factor. Thus, 61x1 61x2 61x3 61x4 61x5 . . . I think that's enough to make it clear
I think that it would be the multiples of 3?! :)
Think of any integer N. Then 12*N is a product of 12.
What is the common multiples of 22 and 44? I think it is 1,2,11,22
No. Whatever multiple of the number you think might be the limit, you can always add the whole number again and have a larger multiple.
There are an infinite number of possible answers. Think of any number: 2.1358? calculate: 408 - 2.1358 = 405.8642 and then 2.1358 + 405.8642 = 408 You can do that for any of infinite numbers that you can think of. Similarly, apart from 0, you can do that with multiples of any number.
There are an infinite number of multiples of any integer. However, I think you might be looking for all the factors of 144, so here they are:1, 1442, 723, 484, 356, 248, 189, 1612
Let's deny the premise. I don't think they are opposites. The opposite of a factor is a non-factor or a number that is not a factor and in special cases factors and multiples are the same. 10 is both a factor and a multiple of 10.
I think you mean some common multiples. Since 17 is prime, there are no common factors of 17 and 21. Now the first common multiple will be 21x17. You can use more 21s or more 17s to find additional multiples. Here is one 17x21x21 Here is another 17x17x21