There are several pairs of positive integers that, when multiplied together, equal 36. These pairs include (1, 36), (2, 18), (3, 12), (4, 9), and (6, 6). Additionally, if you consider negative integers, you can also have pairs like (-1, -36), (-2, -18), (-3, -12), (-4, -9), and (-6, -6). In total, there are 10 unique multiplication problems involving both positive and negative integers that equal 36.
Infinitely many.
Infinite
There are infinitely many possible answers. Two such are: 1*34 and 10*3.4
With positive whole numbers, there is only one. 1 x 5
100
24x1, 12x2, 8x3, 6x4
Infinitely many.
Infinite
As many as desired. An infinite number is possible.
3 are the ones i counted
55
With positive whole numbers, there is only one. 1 x 5
There are infinitely many possible answers. Two such are: 1*34 and 10*3.4
100
You can do 72*1, 36*2, 24*3, 18*4, 12*6, and 8*9 so there are six. Welcome World:)
199
There are 6 multiplication problems that equal 15. 5 x 3 -5 x 3 -3 x 5 15 x 1 -15 x 1 -1 x 15 what about 1/2 x 30 ?