Which of the following are reasonable answers for the product of two negatives and a positive?
(1 point)
20
10
-20
-10
-20
-10
The product of two negatives and a positive can be calculated by multiplying the two negative numbers first, and then multiplying that product by the positive number.
Therefore, the reasonable answers for the product of two negatives and a positive are:
-20
-10
To find the product of two negatives and a positive, you multiply the three numbers together. In this case, the two negatives could cancel each other out, resulting in a positive number. So, let's calculate the product:
-1 * -1 * 1 = 1
Therefore, the reasonable answer for the product of two negatives and a positive is 1. None of the given options (20, 10, -20, -10) matches the correct answer of 1.