Question

Which point on the number line represents the product ((-4) × (-2) × (-1))?

A. -10
B. -9
C. -7
D. -6
E. -5
F. 4
G. -3
H. -2
I. -1
J. 0
K. 1
L. 2
M. 3
N. 14
O. 6
P. 67
Q. 8
R. 9
S. 10

Answer 1

The product of ((-4) × (-2) × (-1)) is calculated in two steps. First, (-4) and (-2) multiply to give +8. Then, multiplying +8 by (-1) gives the final answer, which is -8.

Step-by-step explanation:

The question asks which point on the number line represents the product ((-4) × (-2) × (-1)). We can solve this step by step.

1. Start by multiplying the first two numbers: (-4) × (-2). According to the rule provided, when two negative numbers multiply, the answer has a positive sign. So, (-4) × (-2) equals to +8.
2. Now, multiply this result by the last number: (+8) × (-1). When a positive number and a negative number multiply, the result is negative. As a result, +8 × (-1) equals to -8.

Therefore, the point on the number line that represents the product ((-4) × (-2) × (-1)) is -8.