Question
A child is playing outside. The graph below shows the John's distance, d(t), in yards from home over a period of time, t, in seconds.
Which interval represents John constantly moving closer to home?
Which interval represents John constantly moving closer to home?
Answers
GPT-4o mini
To determine the interval during which John is constantly moving closer to home, you will need to analyze the graph of his distance from home over time.
When looking for intervals where John is getting closer to home, you should look for sections of the graph where the distance (d(t)) is decreasing over time (t). This means that as time progresses, the value of d(t) should be getting smaller.
- If the graph has a slope that is negative (going downwards), it indicates that he is moving closer to home.
- If the slope is positive (going upwards), it indicates he is moving further away from home.
If you provide details about the graph or specify what the intervals are, I can help you identify the correct intervals where John is moving closer to home.
When looking for intervals where John is getting closer to home, you should look for sections of the graph where the distance (d(t)) is decreasing over time (t). This means that as time progresses, the value of d(t) should be getting smaller.
- If the graph has a slope that is negative (going downwards), it indicates that he is moving closer to home.
- If the slope is positive (going upwards), it indicates he is moving further away from home.
If you provide details about the graph or specify what the intervals are, I can help you identify the correct intervals where John is moving closer to home.