Lesson 3.2.2
3.2.2 Motion with non-uniform acceleration Quiz: OCR Physics, Unit 2
20 questions
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Lesson 3.2.2, Motion with non-uniform acceleration: 20 multiple choice questions for the OCR Physics (H156), Unit 2: Forces and motion, written with Revision Ninja.
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The 20 questions
-
What term describes the resistive force experienced by an object moving through a fluid?
- Normal force
- Upthrust
- Tension
- Drag
-
Which factor has no direct effect on the drag force acting on an object travelling through air?
- Air density
- Object speed
- Object mass
- Cross-sectional area
-
What is the resultant force on a falling object when it reaches terminal velocity?
- Maximum value
- Equal to drag
- Zero
- Equal to weight
-
How does acceleration change for an object falling with air resistance before reaching terminal velocity?
- Decreases to zero
- Remains constant at g
- Decreases to g
- Increases to g
-
What happens to the gradient of a velocity-time graph as a falling object approaches terminal velocity?
- Decreases to zero
- Remains constant
- Increases to infinity
- Decreases to g
-
What measurement is taken to determine terminal velocity of a ball bearing in a viscous liquid?
- Total falling distance
- Mass of liquid
- Initial acceleration rate
- Time between marks
-
At high speeds in air, drag force on an object is proportional to which quantity?
- Speed squared
- Speed cubed
- Speed
- Square root speed
-
A 80 kg parachutist falls at terminal velocity. Using g = 9.8 m s^-2, what is the drag force on the parachutist?
- 8.2 N
- 80 N
- 784 N
- 1568 N
-
A 0.2 kg ball falls at terminal velocity. What is the net force on it?
- 0.2 N
- 9.8 N
- 0 N
- 1.96 N
-
For a drag force proportional to v^2, doubling the speed multiplies the drag force by:
- 8
- 1
- 2
- 4
-
An object of weight 10 N experiences a drag of 4 N while falling. Its mass is 1 kg. What is its acceleration?
- 4 m s^-2 downwards
- 6 m s^-2 downwards
- 10 m s^-2 upwards
- 14 m s^-2 downwards
-
A falling object reaches a constant velocity of 8 m s^-1. Its weight is 12 N. What is the drag force on it?
- 12 N
- 24 N
- 6 N
- 0 N
-
A ball bearing falls at constant speed through 0.20 m in 4.0 s in a viscous liquid. What is its terminal speed?
- 0.5 m s^-1
- 0.02 m s^-1
- 0.8 m s^-1
- 0.05 m s^-1
-
A 0.6 kg object falls with weight 5.9 N and drag 2.0 N. What is the net force on it?
- 7.9 N downwards
- 3.9 N downwards
- 3.9 N upwards
- 5.9 N downwards
-
When a parachute opens during a fall, the terminal velocity:
- Decreases
- Stays the same
- Becomes zero
- Increases
-
A heavier object reaches a higher terminal velocity than a lighter object of identical shape because it requires a:
- Larger drag force
- Smaller upthrust
- Larger upthrust
- Smaller drag force
-
An object of mass 4 kg falls with drag F = k v^2, where k = 0.25 kg m^-1. Using g = 9.8 m s^-2, what is its terminal velocity?
- 156.8 m s^-1
- 6.3 m s^-1
- 12.5 m s^-1
- 39.2 m s^-1
-
A falling object of weight W has drag equal to 0.6 W. Using g = 9.8 m s^-2, what is its acceleration?
- 5.9 m s^-2 downwards
- 9.8 m s^-2 downwards
- 3.9 m s^-2 downwards
- 6.0 m s^-2 downwards
-
A 0.5 kg object falls at 6 m s^-1 with a drag force of 0.8 N. Using g = 9.8 m s^-2, what is its acceleration?
- 5.7 m s^-2 downwards
- 8.2 m s^-2 downwards
- 4.1 m s^-2 downwards
- 9.8 m s^-2 downwards
-
Why does the gradient of a falling object's velocity-time graph decrease over time?
- Weight decreases
- Drag force decreases
- Gravity decreases
- Acceleration decreases
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