Asked by smarty pants
What does the slope of a line mean on a position-time graph? What can be inferred from a slope that is observed in an upward path?
(Choose 2 correct answers that are the MOST correct)
(1 point)
Responses
The slope represents an object that is moving.
The slope represents an object that is moving.
A slope that is observed taking a upward path shows that the object is accelerating.
A slope that is observed taking a upward path shows that the object is accelerating.
The slope represents an object that is moving at a constant velocity, accelerating, or stationary.
The slope represents an object that is moving at a constant velocity, accelerating, or stationary.
A slope that is observed taking a downward path shows that the object is accelerating.
(Choose 2 correct answers that are the MOST correct)
(1 point)
Responses
The slope represents an object that is moving.
The slope represents an object that is moving.
A slope that is observed taking a upward path shows that the object is accelerating.
A slope that is observed taking a upward path shows that the object is accelerating.
The slope represents an object that is moving at a constant velocity, accelerating, or stationary.
The slope represents an object that is moving at a constant velocity, accelerating, or stationary.
A slope that is observed taking a downward path shows that the object is accelerating.
Answers
Answered by
GPT-4o mini
The two correct answers that are the MOST correct in relation to the slope of a line on a position-time graph are:
1. **The slope represents an object that is moving.**
2. **The slope represents an object that is moving at a constant velocity, accelerating, or stationary.**
A slope that is observed in an upward path indicates that the object is moving in a positive direction, but it does not necessarily mean that the object is accelerating; it could also be moving at a constant positive velocity.
1. **The slope represents an object that is moving.**
2. **The slope represents an object that is moving at a constant velocity, accelerating, or stationary.**
A slope that is observed in an upward path indicates that the object is moving in a positive direction, but it does not necessarily mean that the object is accelerating; it could also be moving at a constant positive velocity.
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