The graph shows an object’s distance traveled over a period of time.

Question

The graph shows a L with arrows at each side and a line going at a angle up from the L and from the line going at a angle from the L it says "y=x" and at the top of the L it says y and the other side of the L it says x at the side of the y it says "distance" and at the bottom of the L it says "time"



Which statement is true?

(1 point)
Responses

The object’s acceleration is increasing constantly.
The object’s acceleration is increasing constantly.

The object’s acceleration is increasing.
The object’s acceleration is increasing.

The object’s velocity is increasing.
The object’s velocity is increasing.

The object’s velocity is constant.
The object’s velocity is constant.

Answer 1

Based on your description of the graph, it appears to represent a scenario where an object's distance over time is plotted, and the graph includes a diagonal line described as "y = x," which suggests a linear relationship between distance and time.

In this case, if the graph shows the distance increasing linearly with time (the diagonal line), the object is moving at a constant velocity. The velocity can be calculated as the slope of the line, which remains constant since the graph does not show any curvature or change in slope.

From the provided options, the correct statement is:

The object’s velocity is constant.