Physics Unit 3: Acceleration

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Last updated 1:48 AM on 10/9/26
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50 Terms

1
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What is the equation for acceleration due to gravity?

vf = vi + a (t)

2
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<p>What is the free fall equation without position?</p>

What is the free fall equation without position?

vf = vi - g (t)

3
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<p>What is the free fall equation with position?</p>

What is the free fall equation with position?

yf = yi + vi t - gt2

4
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Displacement

the change in position of an object

5
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What is the equation for displacement?

delta x= xf-xi

<p>delta x= xf-xi</p>
6
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What is the equation for velocity?

velocity = change in displacement / change in time

<p>velocity = change in displacement / change in time</p>
7
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Velocity

The speed and direction of a moving object

<p>The speed and direction of a moving object</p>
8
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What is the equation for acceleration?

Acceleration = Change in Velocity/Change in Time

<p>Acceleration = Change in Velocity/Change in Time</p>
9
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Acceleration

The rate of change in the velocity of an object.

<p>The rate of change in the velocity of an object.</p>
10
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Vacuum

no air, nor air resistance.

11
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<p>Does acceleration due to gravity depend on the mass of the falling object?</p>

Does acceleration due to gravity depend on the mass of the falling object?

No

12
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What is air resistance?

friction increases as a falling object's speed increases which reduces acceleration

13
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What is terminal velocity?

Maximum speed an object falls when limited by air resistance

14
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Which kinematic equation would you use to find final velocity vf when you know initial velocity, acceleration, and time?

vf = vi + a (𝛥t)

15
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What are the big 4 kinematic equations?

vf = vi + a (𝛥t)

d = 1/2 (at²) + vi(t)

vf2 = vi2 + 2ad

d= (vf+vi)/2 * t

<p>vf = vi + a (𝛥t)</p><p>d = 1/2 (at²) + vi(t)</p><p>vf2 = vi2 + 2ad</p><p>d= (vf+vi)/2 * t</p>
16
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Which kinematic equation would you use to find displacement (d) when you know initial velocity, acceleration, and time?

d = 1/2 (at²) + vi(t)

17
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Which kinematic equation would you use to find final velocity vf when time is not given, but you know initial velocity, acceleration, and displacement?

vf2 = vi2 + 2ad

18
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Which kinematic equation would you use to find displacement d when you know initial velocity, final velocity, and time?

d= (vf+vi)/2 * t

19
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Acceleration is a ___.

vector quantity

20
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Velocity is a __.

vector quantity

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Speed is __.

scalar

22
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When acceleration is in the same direction as velocity, what happens to the object's speed?

The speed increases.

23
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When acceleration is in the opposite direction to velocity, what happens to the object's speed?

The speed decreases.

24
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<p>What is the acceleration if the velocity is changing at a uniform rate?</p>

What is the acceleration if the velocity is changing at a uniform rate?

The acceleration is constant.

25
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<p>If the speed is constant, what is the acceleration?</p>

If the speed is constant, what is the acceleration?

The acceleration is constant.

26
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<p>If the speed is increasing, what is the acceleration?</p>

If the speed is increasing, what is the acceleration?

The acceleration is constant and positive.

27
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<p>If the speed is decreasing, what is the acceleration?</p>

If the speed is decreasing, what is the acceleration?

The acceleration is constant and negative.

28
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How do you calculate displacement of an accelerating object?

Calculate the area under the curve on a velocity-time graph.

<p>Calculate the area under the curve on a velocity-time graph.</p>
29
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For an object in free fall on Earth, what is the acceleration due to gravity?

1000 cm/s/s

30
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A yellow ball with less mass and a black ball with more mass is dropped. Assuming no air resistance, which ball will hit the ground first?

Both at the same time.

31
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<p>A race car has an acceleration of 8 m/s². How long does it take the car to reach a speed of 96 m/s if it starts from rest? Hint: vf=vi+at</p>

A race car has an acceleration of 8 m/s². How long does it take the car to reach a speed of 96 m/s if it starts from rest? Hint: vf=vi+at

12 seconds

32
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A ball is dropped, the initial velocity of the ball is ___.

0 m/s/s

33
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<p>When a traffic light turns green, a car accelerates from rest at 3 m/s2 for 5 seconds. What is the distance covered by the car in that time? Hint: d = 1/2 at² + vi (t)</p>

When a traffic light turns green, a car accelerates from rest at 3 m/s2 for 5 seconds. What is the distance covered by the car in that time? Hint: d = 1/2 at² + vi (t)

37.5m

34
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<p>A ball is dropped, at 2 seconds, the velocity of the ball is....</p>

A ball is dropped, at 2 seconds, the velocity of the ball is....

-20 m/s

35
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<p>A cyclist traveling at 19 m/s slams on her brakes and slows down uniformly over 25 meters in 2.2 seconds. What is her acceleration? Hint: d = 1/2 at² + vi (t)</p>

A cyclist traveling at 19 m/s slams on her brakes and slows down uniformly over 25 meters in 2.2 seconds. What is her acceleration? Hint: d = 1/2 at² + vi (t)

6.9 m/s2

36
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To determine the depth of a well, a rock is dropped into it (from rest). If the rock takes 3.8 seconds to hit the bottom, what is the depth of the well? Use a= 9.8 m/s².

-70.750 m

37
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<p>What is the best way to describe an object in free fall?</p>

What is the best way to describe an object in free fall?

The object is affected only by the force of gravity.

38
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A car is traveling at 40 m/s in a straight line. The driver applies the brakes for 4 seconds, and the car slows down to 20 m/s.

−5 m/s2

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Which of these describes negative acceleration?

When velocity decreases

40
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<p>A cheetah is walking at 2 m/s when he sees a gazelle. Suddenly he speeds up to 28 m/s. If he accelerated uniformly at 11 m/s2, how many seconds did it take him?</p>

A cheetah is walking at 2 m/s when he sees a gazelle. Suddenly he speeds up to 28 m/s. If he accelerated uniformly at 11 m/s2, how many seconds did it take him?

2.36 seconds

41
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A coin is dropped from rest off the Empire State Building. What is its speed right before it hits the ground 381 meters below? Use a = 9.8 m/s2.

86.4 m/s

42
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<p>Based on the motion map shown, describe the object's velocity as a function of time.</p>

Based on the motion map shown, describe the object's velocity as a function of time.

The velocity is constant in the negative direction.

43
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<p>Based on the motion map shown, describe the object's velocity as a function of time.</p>

Based on the motion map shown, describe the object's velocity as a function of time.

The velocity is constant in the positive direction.

44
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<p>Based on the motion map shown, describe the object's velocity as a function of time.</p>

Based on the motion map shown, describe the object's velocity as a function of time.

The velocity is increasing in the positive direction.

45
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<p>An object moving at a constant velocity has an acceleration of:</p>

An object moving at a constant velocity has an acceleration of:

0 m/s2

46
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<p>Based on the position-time graph, describe the object's velocity as a function of time.</p>

Based on the position-time graph, describe the object's velocity as a function of time.

The object is increasing speed in the positive direction.

47
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<p>Based on the position-time graph, describe the object's velocity as a function of time.</p>

Based on the position-time graph, describe the object's velocity as a function of time.

The object is increasing speed while moving in the negative direction.

48
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<p>Based on the position-time graph, describe the object's velocity as a function of time.</p>

Based on the position-time graph, describe the object's velocity as a function of time.

The object is decreasing in speed while moving in the positive direction.

49
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<p>Based on the position-time graph, describe the object's velocity as a function of time.</p>

Based on the position-time graph, describe the object's velocity as a function of time.

The object is decreasing in speed while moving in the negative direction.

50
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<p>Determine the displacement within the first 5 seconds.</p>

Determine the displacement within the first 5 seconds.

12.5 meters