Podcast
Questions and Answers
A car travels 500 meters in 25 seconds. What is the car's speed?
A car travels 500 meters in 25 seconds. What is the car's speed?
- 12,500 m/s
- 25 m/s
- 525 m/s
- 20 m/s (correct)
An object's motion is best described relative to what?
An object's motion is best described relative to what?
- Its initial speed
- The force acting upon it
- A fixed point of reference (correct)
- The object's mass
A student walks 5 meters North, 3 meters East, 5 meters South, and then 3 meters West. What is the student's displacement?
A student walks 5 meters North, 3 meters East, 5 meters South, and then 3 meters West. What is the student's displacement?
- 0 meters (correct)
- 16 meters
- 8 meters North
- 8 meters South
A dog runs 10 meters forward, then 5 meters backward, and then 2 meters forward again. What is the total distance the dog traveled?
A dog runs 10 meters forward, then 5 meters backward, and then 2 meters forward again. What is the total distance the dog traveled?
Which of the following is an example of calculating speed?
Which of the following is an example of calculating speed?
How does displacement differ from distance?
How does displacement differ from distance?
A cyclist rides 24 km in 2 hours. What is the cyclist's average speed?
A cyclist rides 24 km in 2 hours. What is the cyclist's average speed?
What is required to describe the motion of an object adequately?
What is required to describe the motion of an object adequately?
A car is traveling eastward and slowing down. What is the direction of its acceleration?
A car is traveling eastward and slowing down. What is the direction of its acceleration?
Which of the following scenarios would result in a negative acceleration, assuming standard coordinate orientation (positive x is to the right)?
Which of the following scenarios would result in a negative acceleration, assuming standard coordinate orientation (positive x is to the right)?
What is the key difference between speed and velocity?
What is the key difference between speed and velocity?
An object moves from point A to point B and then back to point A. Which statement is true regarding its distance and displacement?
An object moves from point A to point B and then back to point A. Which statement is true regarding its distance and displacement?
A cyclist travels 12 meters east and then 5 meters north. What is the magnitude of the cyclist's displacement?
A cyclist travels 12 meters east and then 5 meters north. What is the magnitude of the cyclist's displacement?
A train increases its velocity from 10 m/s to 25 m/s in 5 seconds. What is the train's acceleration?
A train increases its velocity from 10 m/s to 25 m/s in 5 seconds. What is the train's acceleration?
An object has a constant negative acceleration. Which of the following statements is correct?
An object has a constant negative acceleration. Which of the following statements is correct?
A car travels at a constant speed of 60 km/h for 2 hours. What is the total distance traveled?
A car travels at a constant speed of 60 km/h for 2 hours. What is the total distance traveled?
Flashcards
Speed
Speed
Positive number; distance traveled per unit of time.
Velocity
Velocity
Magnitude (speed) and direction of an object's movement.
Acceleration
Acceleration
The change in velocity per unit of time.
Distance
Distance
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Displacement
Displacement
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Plus (+) Sign (Acceleration)
Plus (+) Sign (Acceleration)
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Minus (-) Sign (Acceleration)
Minus (-) Sign (Acceleration)
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Object Speeding Up
Object Speeding Up
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Motion
Motion
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Reference Frame
Reference Frame
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Distance (Point of Reference)
Distance (Point of Reference)
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Speed vs. Velocity
Speed vs. Velocity
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Speed vs. Velocity
Speed vs. Velocity
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Study Notes
Descriptors of Motion
- Motion can be described in terms of distance or displacement, speed or velocity, and acceleration
- Object motion is described relative to something else
- Describing object motion requires a point of reference (reference frame)
Distance and Displacement
- Distance is the length of path travelled by an object
- Displacement is defined as the change in the position of an object from its starting point to its final point
- The total distance travelled by a ball rolled 2 meters to the right, 1 meter to the left and then 2 meters to the right is 5 meters
- The displacement of the ball from its starting point is 3 meters to the right and consider the direction in which the object moves to
Speed
- Speed describes the motion of an object
- Speed measures how far an object travels over time.
- The measurement is distance per unit of time
- A car travels 300 kilometers in 3 hours, you that car's speed is 100 km/hr
- Speed is measured in units like miles per hour and meters per second
Velocity
- Physics distinguishes between speed and velocity, although the terms are interchanged
- Speed is a positive number measuring distance per unit time
- Velocity indicates both the magnitude (numerical value) of how fast an object moves, and direction
- Speed is the distance travelled per unit of time
- Velocity measures displacement travelled per unit of time.
Acceleration
- Objects move at different rates, meaning their acceleration varies.
- The speed of a ball dropped from a certain height varies before it touches the ground
- If a ball is tossed upwards, its speed decreases until it momentarily stops
- “Speeding up” and “slowing down” phenomena, are called acceleration
- Acceleration defines the change in velocity per unit of time
- Acceleration also considers the direction of motion
- Plus (+) and minus (-) signs are used to indicate the direction of the acceleration during one-dimensional motion/motion along a straight line
- The sign is dependent on the motion of the object and point of reference
- The plus sign is used for the positive x direction (rightward motion) and minus sign for the negative x direction (leftward motion).
- Acceleration is in the same direction as velocity if an object is speeding up
- Acceleration is in the opposite direction of the velocity when an object is slowing down
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Description
Explore motion through distance, displacement and speed. Understand reference frames and how they relate to motion. Learn how to calculate speed using distance and time, with practical examples.