Save
...
5-Forces
5.4 Describing Motion
5.4.12 Area Under Velocity-Time Graphs
Save
Share
Learn
Content
Leaderboard
Share
Learn
Created by
ems
Visit profile
Cards (15)
What does the area under a velocity-time graph represent?
It represents the
total displacement
of the
object
during the
time interval.
View source
What is the definition of the area under velocity-time graphs?
The area between the
velocity-time curve
and the
time axis.
Represents the
total displacement
of the object during the
time interval.
View source
What is the formula for calculating the area of a rectangle in a velocity-time graph?
Area
=
Velocity × Time
View source
If an object moves at a constant velocity of 5 m/s for 10 seconds, what is the displacement?
50
meters
View source
What is the formula for calculating the area of a triangle in a velocity-time graph?
Area =
1/2
×
Base
×
Height
View source
If velocity increases from 0 to 20 m/s over 4 seconds, what is the displacement?
40
meters
View source
What is the formula for calculating the area of a trapezium in a velocity-time graph?
Area =
1/2
× (
Base1
+
Base2
) ×
Height
View source
What are the shapes used to calculate the area under velocity-time graphs?
Rectangle: Area =
Velocity
×
Time
Triangle: Area = 1/2 ×
Base
×
Height
Trapezium: Area = 1/2 × (
Base1
+
Base2
) ×
Height
View source
In the example of a horizontal line at 10 m/s for 6 seconds, what is the displacement?
60
meters
View source
For a line starting at 0 m/s and increasing to 15 m/s over 5 seconds, what is the displacement?
37.5
meters
View source
How do you calculate the total displacement when an object accelerates and then decelerates?
Add
the
displacements
from both the
acceleration
and
deceleration
phases.
View source
If an object accelerates from 5 m/s to 15 m/s over 4 seconds, what is the displacement during acceleration?
20
meters
View source
If an object decelerates from 15 m/s to 0 m/s over 4 seconds, what is the displacement during deceleration?
30
meters
View source
What is the total displacement when an object accelerates 20 meters and then decelerates 30 meters?
50
meters
View source
Why is understanding how to calculate the area under velocity-time graphs essential?
It helps solve problems related to
motion.
Provides insights into how
far
an object has
traveled
during a specific
time
period.
View source