To find two numbers that multiply to -30, we need to consider both positive and negative integers. The pairs of numbers that multiply to -30 are (-1, 30), (1, -30), (-2, 15), (2, -15), (-3, 10), (3, -10), (-5, 6), and (5, -6). These pairs are the combinations of numbers that, when multiplied together, result in -30.
Any two numbers that multiply to 30, one having a negative sign before it. So, the list of possible integers:
-1, 30 (negative 1, 30)
-2, 15 (negative 2, 15)
-3, 10 (negative 3, 10)
-5, 6 (negative 5, 6)
1, -30 (1, negative 30)
2, -15 (2, negative 15)
3, -10 (3, negative 10)
5, -6 (5, negative 6)
If both of the numbers were negative, however, this would produce a positive answer.
-30
30 multiplied by 15 is equal to 450. This can be calculated by multiplying the two numbers together using the standard multiplication algorithm: 30 x 15 = 450.
204
The two numbers are 6 and -5. 6 x (-5) = -30, 6 + (-5) = 1.
-29
6 and -5
-958
41
-30
-120
not that it's our policy to finish homework but -24, -6
The numbers are: 30 and -30
A number multiplied by itself added to itself equals 30. What are the two possible numbers?
-30
2 x 3 x 5
(30 + 3√85) ≈ 57.659 (30 − 3√85) ≈ 2.341
10 and 15