Skip to main content
Pearson+ LogoPearson+ Logo

Conceptual Problems with Position-Time Graphs quiz Flashcards

Conceptual Problems with Position-Time Graphs quiz
Control buttons has been changed to "navigation" mode.
1/12
  • What is the most likely explanation for a change in the slope of a position-time graph?
    A change in the slope of a position-time graph indicates a change in velocity. A steeper slope means a higher velocity, while a flatter slope indicates a lower velocity.
  • Which statement about position-time graphs is not true?
    A statement that is not true would be that the slope of a position-time graph represents acceleration. In reality, the slope represents velocity.
  • Which of the following is a correct statement about interpreting motion graphs?
    A correct statement is that the slope of a position-time graph represents the velocity of the object.
  • Which of the following functions is not correctly matched with its description in motion graphs?
    A function not correctly matched would be stating that curvature in a position-time graph represents velocity, as it actually represents acceleration.
  • Which of the following statements best explains the features of a position-time graph?
    The features of a position-time graph can be explained by stating that the slope represents velocity and the curvature represents acceleration.
  • Which of the following is not a type of problem typically solved using position-time graphs?
    Problems not typically solved using position-time graphs include those that require direct calculation of force, as these graphs focus on position, velocity, and acceleration.
  • Which of the following statements accurately describes the results of analyzing a position-time graph?
    An accurate description is that the slope of the graph at any point gives the instantaneous velocity of the object.
  • Which is a true statement about the relationship between position and time in motion graphs?
    A true statement is that the position of an object at any given time can be determined by the value on the y-axis of a position-time graph.
  • What is meant by the statement that two variables are related in the context of motion graphs?
    In motion graphs, two variables are related if changes in one variable (e.g., time) affect the other variable (e.g., position), as shown by the graph's slope or curvature.
  • Which is the toughest concept to grasp when interpreting position-time graphs?
    The toughest concept is often understanding how curvature relates to acceleration, as it requires recognizing the graph's concavity.
  • Which of these is not correct regarding the interpretation of motion graphs?
    It is not correct to say that a downward slope on a position-time graph indicates positive acceleration; it actually indicates negative velocity.
  • Which one of the following pairings is mismatched in the context of motion graphs?
    A mismatched pairing would be associating a flat slope with acceleration, as a flat slope indicates zero velocity, not acceleration.