The graph shows an object’s distance traveled over a period of time. Which statement is true? (1 point) Responses The object’s velocity is constant. The object’s velocity is constant. The object’s acceleration is increasing. The object’s acceleration is increasing. The object’s acceleration is increasing constantly. The object’s acceleration is increasing constantly. The object’s velocity is increasing.
Based on the information provided, it is not possible to determine the object's velocity or acceleration.
Based on the given information, we cannot determine the object's velocity or acceleration solely by looking at the graph. The graph only shows the distance traveled over time, and does not provide information about the object's velocity or acceleration. Therefore, none of the statements are true based on the given graph.
To determine which statement is true, we need to analyze the graph showing the object's distance traveled over time.
1. If the object's velocity is constant, the graph will show a straight line with a constant slope. The distance traveled will increase at a constant rate.
2. If the object's acceleration is increasing, the graph will show a curved line. The slope of the line will increase over time, indicating that the object is covering more distance in less time, which means its velocity is increasing.
3. If the object's acceleration is increasing constantly, the graph will show a curve with a constant upward concavity. This means that the object's acceleration is increasing at a constant rate over time, resulting in the object's velocity continuously increasing.
Based on the given options, the statement "The object’s acceleration is increasing constantly" aligns with the third explanation.