Question

The graphs below show the distance and time traveled by Object X and Object Y.



Which statement is correct about the two objects?

(1 point)
Responses

Neither object is traveling at a constant speed, and Object X is traveling at a slower speed than Object Y.
Neither object is traveling at a constant speed, and Object X is traveling at a slower speed than Object Y.

Both are traveling at a constant speed, but Object X is traveling at a faster speed than Object Y.
Both are traveling at a constant speed, but Object X is traveling at a faster speed than Object Y.

Objects X and Y are speeding up over time.
Objects X and Y are speeding up over time.

Objects X and Y are traveling at the same speed.

Answer 1

I can't see the graphs you mention. Could you either upload the image or describe each graph (is it a straight line or a curve, where it starts, and whether one line is steeper than the other)?

Meanwhile, here’s how to decide the correct statement from the graph:

- If each distance vs. time graph is a straight line, that object is traveling at a constant speed. The speed equals the slope (rise/run).
- If both straight lines have the same slope → “Objects X and Y are traveling at the same speed.”
- If both straight lines but one is steeper → the steeper line is the faster object (choose “Both are traveling at a constant speed, but Object X is traveling at a faster/slower speed than Object Y” depending on which is steeper).

- If a graph is curved (slope changing) the object is not at constant speed. If the slope (steepness) increases over time, the object is speeding up; if slope decreases, it’s slowing down.

Give me the image or a brief description (straight/curved and which is steeper), and I’ll pick the correct option.