There are infinitely many pairs.
Suppose x is any non-zero number. Let y = 32/x.
Then x*y = x*(32/x) = 32
Then there are infinitely many sets of 3 numbers, of 4 numbers, etc.
The pairs of numbers that multiply to equal 32 include (1, 32), (2, 16), (4, 8), and (8, 4). Additionally, negative pairs such as (-1, -32), (-2, -16), and (-4, -8) also multiply to yield 32. These pairs represent all the integer combinations that result in the product of 32.
16 and 2
962
no 3 numbers add to equal 10 and multiply to equal 40.
There are several pairs of numbers that can multiply to equal 32. These include (1, 32), (2, 16), (4, 8), and (8, 4). Additionally, considering negative numbers, the pairs (-1, -32), (-2, -16), and (-4, -8) also yield 32 when multiplied. Thus, there are numerous combinations of factors that can produce the result of 32.
-30
137
1 & 512, 2 & 256, 4 & 128, 8 & 64, 16 & 32
-28
The pairs of numbers that multiply to equal 32 include (1, 32), (2, 16), (4, 8), and (8, 4). Additionally, negative pairs such as (-1, -32), (-2, -16), and (-4, -8) also multiply to yield 32. These pairs represent all the integer combinations that result in the product of 32.
16 and 2
34
962
no 3 numbers add to equal 10 and multiply to equal 40.
They can be: -4 times 8 = -32
The two numbers you are looking for are 32 and 38. When you multiply them, (32 \times 38 = 1232), and when you subtract them, (38 - 32 = 6). However, it appears there's a mistake in the subtraction condition. The correct pairs that satisfy the conditions would be 32 and 30, since (32 \times 38 = 1232) and (38 - 36 = 2).
The 2 numbers that multiply together to equal 678 are 6 and 113.