Question

If point P is plotted on the coordinate grid, and point S is 8 units to the left of point P, what are the coordinates of point S?

a) 12
b) 10
c) 8
d) 4
e) 2

Answer 1

To determine the coordinates of point S, which is 8 units to the left of point P (x, y), you need to subtract 8 from the x-coordinate of P, resulting in point S having coordinates (x-8, y). Without the coordinates of P, a specific answer cannot be provided.

Step-by-step explanation:

Finding the Coordinates of Point S

If point P is plotted on a coordinate grid and point S is 8 units to the left of point P, to find the coordinates of point S, you need to subtract 8 units from the x-coordinate of point P.

Unfortunately, without the exact coordinates of point P, we cannot provide a specific answer. However, here's how you would approach this problem:

Let's assume point P has coordinates (x, y).

To move 8 units to the left on the coordinate grid, you would subtract 8 from the x-coordinate of point P.

The new x-coordinate of point S would be x-8.

The y-coordinate would remain unchanged, so it would still be y.

Therefore, the coordinates of point S would be (x-8, y).

Since a numerical answer from the options provided cannot be determined without the exact coordinates of point P, we cannot select an answer from the multiple-choice options (a) 12, (b) 10, (c) 8, (d) 4, and (e) 2.

Answer 2

The coordinates of point S are (8, 0) thus option C is correct

Step-by-step explanation:

When a point is 8 units to the left of another point on a coordinate grid, it means we subtract 8 from the x-coordinate of the original point. Let's assume point P has coordinates (x, y).

If point S is 8 units to the left of point P, the x-coordinate of point S is (x - 8). Since the y-coordinate doesn't change in this scenario, the coordinates of point S are (x - 8, y).

Without knowing the specific coordinates of point P, we can express the x-coordinate of point S as (x - 8). Therefore, the answer to the question is 8 (option C).