Question

What is the horizontal distance between (16, -24) to (-3, -24)

-13 units
-19 units
13 units
19 units

Answer 1

Answer: 19 units

Step-by-step explanation:

Since we are being asked to find the horizontal distance between these two points, we will look at the x-values of the given coordinate points written in (x, y).

We will find the difference between these values, and find the absolute value of that because distance is positive.

-3 - 16 = -19 ➜ |-19| = 19 units

Answer 2

The horizontal distance between (16, -24) and (-3, -24) is 19 units.

Step-by-step explanation:

We can calculate the horizontal distance by finding the difference between the x-coordinates of the two points.

Horizontal distance = difference in x-coordinates = (-3) - 16 = -19

However, the distance is negative, which doesn't make sense as distance is always positive. So we take the absolute value of the difference to get the actual distance.

|Horizontal distance| = |-19| = 19

Therefore, the horizontal distance between the two points is 19 units.