The graph represents the scenario: Tom walked slowly along the road, stopped to look at his watch, realized he was late, and then starting running. Which interval represents the time in which Tom is not moving? (1 point) Responses [0, 2] [0, 2] [2, 4] [2, 4] [4, 6] [4, 6] [1, 5]
The interval [2, 4] represents the time in which Tom is not moving.
To determine the interval in which Tom is not moving, we need to identify the section of the graph where the slope is zero, indicating no change in position.
Looking at the given intervals, we can see that only the interval [2, 4] represents the time when Tom is not moving. This is because the graph remains constant and flat during this interval, indicating no movement.
Therefore, the correct answer is [2, 4].
To determine the interval during which Tom is not moving, we need to identify the section of the graph where the height (or y-coordinate) remains constant. In other words, we are looking for a flat or horizontal segment on the graph.
From the given response intervals, we can see that the intervals [0, 2] and [2, 4] both appear twice. However, we can eliminate [0, 2] as the initial part of the graph indicates Tom walking slowly along the road.
Therefore, the correct interval representing the time when Tom is not moving is [2, 4]. During this period, the graph shows a horizontal line, indicating that Tom has stopped to look at his watch.