Physics Final

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121 Terms

1
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Which of the following is a unit of work?
Joule
2
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In theoretical physics. an ideal spring
has a nearly constant spring constant, k
3
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the force it takes to stretch a spring
is in the opposite direction to the force exerted by the spring
4
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the SI unit of power is
watt
5
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which statement is true about he work energy theorem
it states that the work done on an object is equal to the change in the object's kinetic energy
6
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A book is lifted up from the floor and put on a shelf with a height, h .
Delta U\= |mg| h
7
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Peter knocks a book off the 0.9 m-high table and it falls to the floor. Karin picks it up and places it pack on the table. What is the total change in the gravitational potential energy of the book?
ΔUg \= 0 J
8
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The formula U\=|mg| h
gravitational potential energy
9
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When potential energy of a system is zero and its total mechanical energy is a nonzero. then
the system is in motion
10
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Work is scalar or vector?
scalar
11
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Work
w\=Fdcosθ
12
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1 Joule
1 nm
13
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Energy
the ability to do work
14
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work and energy have the same units
Joules
15
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Is it possible to exert a large force on a system and yet do no work
Yes
16
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Equilibrium position
The reference position for a spring's motion
17
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Power is scalar or vector
scalar
18
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Will a compressed spring have more energy than any other kind of energy
No
19
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A falling object can have both potential and kinetic energy
Yes
20
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Total mechanical energy
the sum of kinetic and potential energy
21
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Jon pushes a lawnmower with a force of 50.0N directed at 50° from the horizontal. The total distance the lawnmower moves is 90.0m. How much work did Jon do with the lawnmower?
2892.54 Joules
22
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Jon pushes a lawnmower with a force of 45.0N directed at 40° from the horizontal. If Jon took 1 hour to mow 75.0 m of grass, what was his power in SI units?
0.7181 Watts or 7.18 x 10^1
23
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Chucl weighs himself on a bathroom scale containing a heavy spring which has a constant of 5.0 x 10^2 N/m. The spring is compressed 1.25 cm under his weight. Find the total work done on the spring during the compression.
Wspring\= 0.03906 Joules
24
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A farmer uses a hay bale conveyor to load hay into the hay loft of his barn. If the height of the conveyor belt is 6.7m, what is the change in potential energy of 23 kg bale of hay from the ground to the loft?
U\= 1511.721 Joules
25
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Bob is riding on a roller coaster. He begins heading down a hill and reaches a speed of 30 m/s Bob and the cart no have a total kinetic energy output of 2025000 Joules. What is the combined mass of the Bob and the cart?
4500kg
26
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The SI unit of force is the
newton
27
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Which is an example of a system on which unbalanced forces act?
A child sliding down a waterslide
28
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The force that acts with one or more other forces to produce mechanical equilibrium is called the
Equilibrant
29
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Which statement represents completely balanced forces
ΣF\=0
30
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Weight is
a force
31
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An example of a system in which unbalanced forces are at work is
a child sliding down a slide
32
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Pinching one's fingers uses what kind of contact force?
Compression
33
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Air resistance is what kind of contact force?
Friction
34
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When you pulled a glazed sheet of paper from underneath a neatly stacked pile of coins, the coins remain stacked afterward. Which of the Newton's three laws does this exhibit?
First law
35
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What happens when all the external forces on a system are balanced?
the velocity is constant
36
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Without unbalanced forces, moving objects will
move in straight lines
37
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When you push on a heavy, immovable boulder, the boulder also pushes on you. This is an example of which of Newton's laws?
Third Law
38
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The kick from the firing of a high-powered rifle illustrates which of Newton's laws?
Third law
39
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Acceleration can be calculated from
dividing a resultant force by mass.
40
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A force of 20.0N gives an object an acceleration of 12.5 m/s^2. What is the mass of the object
1.60 kg
41
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What is not one of the properties of force due to the third law?
If the resultant force is zero, the acceleration is zero
42
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What is not a contact force
gravity
43
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The SI unit of mass is the
kilogram
44
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T/F: In the absence of air resistance, all objects fall at the same rate
True
45
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T/F: The tendency to resist a change in motion is inertia
True
46
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T/F: Forces do not always cause a change in motion
True
47
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T/F: The force of gravity acting on an object is its mass
False
48
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T/F: Newton's first law of motion predicts that without unbalanced forces, moving objects will travel in straight lines.
True
49
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T/F: An object is in mechanical equilibrium when the sum of the applied forces is zero
True
50
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T/F: Mass determines an object's inertia
True
51
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T/F: Forces can occur only in pairs
True
52
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T/F: The weight of an object on Pluto is the same as its weight on Earth
False
53
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T/F: The mass of an object on Pluto would be the same as its mass on Earth
True
54
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T/F: The weight vector points in the same direction as the gravity vector
True
55
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T/F: If the mass of an object is doubled under a constant force, its acceleration is doubled
False
56
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A vertical fishing line supports an 8.0 kg fish when it is held up for a picture of the "big one" What force is exerted on the fishing line?
F\= -78.48N down
57
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An aircraft is landing on an aircraft carrier. The aircraft's mass is 17,600kg. Assuming its initial horizontal landing speed is 66 m/s, what is the magnitude of the force that the arresting wire exerts on the aircraft, assuming that the aircraft's deceleration is uniform?
725000 N
58
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What force must a car's engine and tires exert on the ground in order to accelerate it at 6.89 m/s^2, assuming that the vehicle has a mass of 1330 kg?
F\=9163.7N
59
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Two linemen on opposing football teams are pushing aginst each other during a game. Lineman A is pushing with a force 7000N of force. Lineman B pushes back with 6800N of force. Who wins and how much excess force is generated
F\=200N; Lineman A wins
60
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Bob is riding in an elevator that weighs 1520kg. Bob weighs 80kg. In order for the elevator to descend without injuring him, there is a counterweight attached to a rope with a mass of 1450 kg. Find the tension force (Ft) and the acceleration rate (a) of the elevator as it descends
Acceleration rate\= -0.48m/s
61
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Tension Force\=1471.5N

62
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Speed is scalar or vector
scalar
63
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Displacement must always be measured from
reference point
64
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The slope of a two-dimensional position-time graph gives
velocity
65
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On a position-time graph, the average velocity between two points is
computed by a change in position divided by change in time between the two positions
66
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the speedometer on your car measures
instantaneous speed
67
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T/F: Kinematics explains the causes of motion
False
68
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T/F: Motion is the change of position during an interval of time
True
69
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T/F: The magnitude of a dimensional quantity is a scalar
True
70
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T/F: Vector measurements identify only the quantity aspect of motion, whereas scalar measurements identify both the quantity and the direction involved in motion
False
71
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T/F: Displacement is the distance between an object's initial and final positions during a given time interval.
False
72
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T/F: Average acceleration is the change in velocity over a given interval of time.
True
73
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T/F: If an object's speed is constant, then acceleration is zero.
False
74
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T/F: An object that is slowing in the positive direction would be experiencing a deceleration
True
75
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A runner takes 45.4s to run a 400-meter run (400.0 m). What is his average speed?
Average Velocity\= 8.81m/s
76
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From a rest position, a car reaches a velocity of 50.0 km/h in 15.0s at a constant rate of acceleration. What is the acceleration in m/s^2
a\=0.926m/s^2
77
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An airplane taxing toward the runway at a speed of 15.0 m/s starts accelerating at a constant rate of 3.20 m/s^2. How long will it take the plane to reach 45.0 m/s\>
t\= 9.375s
78
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What does ΔT mean?
t2-t1
79
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A bicyclist passing through a city accelerates after he passes the signpost marking the city limits. His acceleration is constant at 6.0 m/s^2. At time t1\= 0s, he is at x1\= 7.0 m beyond the signpost and has a velocity v1\= 5.0 m/s. Find his position (distance from the signpost) 3 s after passing the signpost (at t\= 3.0s)
Pf \= 49m
80
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A bicyclist passing through a city accelerates after he passes the signpost marking the city limits. His acceleration is constant at 6.0 m/s^2. At time t1\= 0, he is at x1\= 7.0m beyond the signpost and has a velocity v1\= 5.0 m/s. Find his velocity at t\= 3.0s
Vf \= 23m/s
81
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A bicyclist passing through a city accelerates after he passes the signpost marking the city limits at x\= His acceleration is constant at m/s^2 east. At time t 1\= 0.0s, he is located at x1\= 6.0 m and has a velocity v1\= 4.0 m/s east. Find his position and velocity at t2\=2.0s
Pf \= 24m, Vf \= 14m/s
82
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A bicyclist passing through a city accelerates after he passes the signpost marking the city limits at x\= His acceleration is constant at 5.0m/s^2 east. At time t1\= 0.0s, he is located at x1\= 6.0 m and has a velocity v1 \= 4.0 m/s east, How far is he from the signpost when his velocity is 6.0 m/s?
d \= 8.0m
83
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A student is pedaling his bike to class at a leisurely pace of v \= 1.50 m/s. Then he looks down at his watch and realizes that he has 2.00 minutes to get to class and he is still 1.0 km away. He starts accelerating at a uniform of 0.100 m/s^2. If he is able to maintain his acceleration until he gets to school, does he make it to class on time?
d2x \= 900m; With his inital speed and acceleration, he cannot travel the remaining distance fast enough to make it to class in the two remaining minutes.
84
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A student is pedaling his bike to class at a leisurely pace of v \= 1.50 m/s. Then he looks down at his watch and realizes that he has 2.00 minutes to get to class and he is still 1.0 km away. He starts to accelerate at a uniform 0.100 m/s^2. How fast is the student going when he arrives at the school?
V2x \= 14.22 m/s
85
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Fundamental dimension
Space, time, matter
86
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The physical universe consists of space, time, and
matter
87
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The length of a book should be most appropriately measured in
centimeters
88
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What is the SI unit for mass?
Kilogram
89
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What is the appropriate conversion factor to convert 14.4 cm to m?
1m/100cm
90
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Convert 2280 feet to miles. 1 mi \= 5280 ft.
0.432 miles
91
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Convert 1.555 meters to centimeters
155.5 cm
92
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The result of an unspecified measurement was 1.55863 units. If the accepted value for the quantity is 2.000 units, how would you characterize the result?
not accurate, but precise
93
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T/F: The SI system of measurement is used exclusively in the US
False
94
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(T/F) The unit symbol for a dimension is usually the same as the variable symbol.
False
95
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(T/F) A second is currently defined as 1/86,400 of a mean solar day.
False
96
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T/F; a 60.0 kg object on earth would have the same mass on the moon
True
97
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T/F: The only fundamental SI units are the meter, the second, and the kilogram
False
98
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T/F: The SI unit for luminous intensity is the ampere (A).
False
99
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T/F: Mass is different from weight
True
100
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T/F: All the derived SI units are expressed as combinations of the fundamental SI units.
False

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