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.
The two numbers are 6 and -5. 6 x (-5) = -30, 6 + (-5) = 1.
30 multiplied by 15 is equal to 450. This can be calculated by multiplying the two numbers together using the standard multiplication algorithm, which involves multiplying the units digits first, then the tens digits, and adding the results. In this case, 0 multiplied by 5 is 0, and 3 multiplied by 5 is 15. Combining these results gives the final answer of 450.
-29
6 and -5
-958
-30
41
-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
The two numbers that, when multiplied, equal 60 are 6 and 10. This is because 6 multiplied by 10 equals 60. These numbers are known as factors of 60, as they divide evenly into 60 without leaving a remainder.