What is the product of (-21.6) and (-54.2)?

What is the product of (-21.6) and (-54.2)?

• A. 1,160.65
• B. 1,170.72
• C. -1,170.62
• D. -1,160.65

Answer: (B)

To determine the product of two negative numbers, it's important to remember that multiplying two negative numbers results in a positive number. In this case, when we multiply -21.6 and -54.2, the product will be positive. Calculating the product: 1. Multiply the absolute values: 21.6 × 54.2 = 1,170.72 (after performing the multiplication) 2. Since both numbers were originally negative, their product is positive: -21.6 × -54.2 = 1,170.72 Thus, the answer is indeed 1,170.72. This value represents the positive product of the two negative factors. Understanding that multiplying two negatives results in a positive product is essential when solving similar problems.

To determine the product of two negative numbers, it's important to remember that multiplying two negative numbers results in a positive number. In this case, when we multiply -21.6 and -54.2, the product will be positive.

Calculating the product:

1. Multiply the absolute values:

21.6 × 54.2 = 1,170.72 (after performing the multiplication)

2. Since both numbers were originally negative, their product is positive:

-21.6 × -54.2 = 1,170.72

Thus, the answer is indeed 1,170.72. This value represents the positive product of the two negative factors. Understanding that multiplying two negatives results in a positive product is essential when solving similar problems.