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Newtons Law of Motion
Newtons Law of Motion
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57 Terms
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1
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What is Newton’s first law of motion?
An object will remain at rest or continue moving at constant velocity unless acted on by a resultant force.
2
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What happens to a stationary object if there is no resultant force?
It remains stationary.
3
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What happens to a moving object if there is no resultant force?
It continues moving at the same speed in the same direction.
4
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What does constant velocity mean?
Moving at a constant speed in a constant direction.
5
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What is the resultant force on an object moving at constant velocity?
Zero.
6
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What resultant force is needed to change an object's motion?
A non-zero resultant force.
7
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What can a resultant force change?
The speed, direction, or both the speed and direction of an object.
8
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What is Newton’s second law of motion?
The acceleration of an object is proportional to the resultant force and inversely proportional to its mass.
9
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What is the equation for Newton’s second law?
ΣF = ma.
10
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What does ΣF represent in ΣF = ma?
The resultant force acting on the object, measured in newtons (N).
11
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What does m represent in ΣF = ma?
The mass of the object, measured in kilograms (kg).
12
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What does a represent in ΣF = ma?
The acceleration of the object, measured in m s⁻².
13
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How do you calculate resultant force using Newton’s second law?
Resultant force = mass × acceleration.
14
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How do you calculate acceleration using Newton’s second law?
a = F/m.
15
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How do you calculate mass using Newton’s second law?
m = F/a.
16
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What is the SI unit of force?
The newton (N).
17
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What is one newton?
The force required to accelerate a mass of 1 kg at 1 m s⁻².
18
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What happens to acceleration if resultant force increases while mass stays constant?
Acceleration increases in direct proportion to the resultant force.
19
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What is the relationship between acceleration and resultant force for constant mass?
a ∝ F.
20
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What graph demonstrates that acceleration is directly proportional to force?
A graph of acceleration against force gives a straight line through the origin.
21
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What happens to acceleration if mass increases while resultant force stays constant?
Acceleration decreases.
22
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What is the relationship between acceleration and mass for constant resultant force?
Acceleration is inversely proportional to mass.
23
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What is the relationship between acceleration and 1/mass?
Acceleration is directly proportional to 1/mass.
24
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What graph demonstrates that acceleration is inversely proportional to mass?
A graph of acceleration against 1/mass gives a straight line through the origin.
25
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Why does a larger mass have a smaller acceleration for the same force?
From a = F/m, increasing the mass reduces the acceleration.
26
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What is a control variable?
A quantity that is kept constant during an experiment.
27
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In an experiment investigating acceleration and force, what should be kept constant?
The total mass.
28
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In an experiment investigating acceleration and mass, what should be kept constant?
The resultant force.
29
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What does a straight-line graph show?
A linear relationship between the variables.
30
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What is the general equation of a straight line?
y = mx + c.
31
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What does m represent in y = mx + c?
The gradient of the line.
32
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What does c represent in y = mx + c?
The y-intercept.
33
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When are two quantities directly proportional?
When their graph is a straight line that passes through the origin.
34
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What does a straight line through the origin mean?
One quantity is directly proportional to the other.
35
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How can gravitational acceleration be calculated using Newton’s second law?
g = F/m, where F is the gravitational force acting on the mass.
36
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What equation links weight, mass and gravitational field strength?
W = mg.
37
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What is Newton’s third law of motion?
When object A exerts a force on object B, object B exerts an equal and opposite force on object A.
38
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What is the simple statement of Newton’s third law?
For every action, there is an equal and opposite reaction.
39
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What are Newton’s third-law force pairs?
Two equal and opposite forces produced by the interaction of two objects.
40
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What is the magnitude of the two forces in a Newton’s third-law pair?
They are equal in magnitude.
41
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What are the directions of forces in a Newton’s third-law pair?
They act in opposite directions.
42
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Do Newton’s third-law forces act on the same object?
No. They act on different objects.
43
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Why do Newton’s third-law forces not cancel each other out?
They act on different objects.
44
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When a footballer kicks a ball, what is the Newton’s third-law pair?
The foot exerts a force on the ball and the ball exerts an equal and opposite force on the foot.
45
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When a person pushes against a wall, what is the Newton’s third-law pair?
The person pushes on the wall and the wall pushes back on the person with an equal and opposite force.
46
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Why might a wall not noticeably accelerate when a person pushes it?
The wall is connected to the Earth, giving the system an extremely large mass and therefore a tiny acceleration.
47
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How does Newton’s second law explain why a large mass has a small acceleration?
For the same force, a = F/m, so a larger mass produces a smaller acceleration.
48
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What is the difference between balanced forces and a Newton’s third-law pair?
Balanced forces act on the same object and give zero resultant force, while third-law forces act on different objects.
49
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Why does a book remain stationary on a table?
Its weight downward is balanced by the normal contact force from the table upward, so the resultant force is zero.
50
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What happens if an upward force on a book becomes greater than its weight?
There is an upward resultant force, so the book accelerates upwards.
51
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If the resultant force on an object is zero, what is its acceleration?
Zero.
52
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If an object's acceleration is zero, what can you say about its velocity?
Its velocity is constant, which can include being stationary.
53
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If the same resultant force acts on two objects of different masses, which accelerates more?
The object with the smaller mass.
54
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If the same mass experiences a larger resultant force, what happens to its acceleration?
Its acceleration increases.
55
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A 2 kg object experiences a resultant force of 10 N. What is its acceleration?
5 m s⁻².
56
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A 5 kg object accelerates at 3 m s⁻². What is the resultant force?
15 N.
57
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A 20 N resultant force produces an acceleration of 4 m s⁻². What is the object's mass?
5 kg.