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\[1\star \]

An apple has a mass of \[0.2 Kg \]. Its weight on Earth's surface is equivalent to:
Consider \[ g = 9.81 m/s^2\]

\[Fg = 0.019\;\; N \;\;\;\;\;\;-C\]

\[Fg = 10\;\; N \;\;\;\;\;\;-A\]

\[Fg = 0.098\;\; N \;\;\;\;\;\;-D\]

\[Fg = 1.96\;\; N \;\;\;\;\;\;-B\]

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    \[2\star \]

    One of the following forces is considered a field force

    Friction force -C

    Compass-A

    Thrust force-D

    Wind force -B

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    \[3\star \]

    The net force acting on the object in the figure is equivalent to

    \[F_{net} = 9\;\; N\;\longleftarrow\; West-C\]

    \[F_{net} = 9\;\; N\;\longrightarrow\; East\;\;\;\;\;\;-A\]

    \[F_{net} = 15\;\; N\;\longrightarrow\; East\;\;\;\;\;\;-D\]

    \[F_{net} = 15\;\; N\;\longleftarrow\; West\;\;\;\;\;\;-B\]

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    \[4\star \]

    One of the following balloons is moving at a constant speed

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    \[5\star \]

    A car with a mass of \[10\;Kg\] is moving with an acceleration of \[5\; m / S^2\] towards the east. The magnitude and direction of the force acting on the car equals

    \[F = 50\;\; N\;\longleftarrow\; West\;\;\;\;\;\;-C\]

    \[F = 2\;\; N\;\longrightarrow\; East\;\;\;\;\;\;-A\]

    \[F = 50\;\; N\;\longrightarrow\; East\;\;\;\;\;\;-D\]

    \[F = 2\;\; N\;\longleftarrow\; West\;\;\;\;\;\;-B\]

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    \[6\star \]

    The relationship between force and acceleration for an object was plotted, resulting in the following graph. The slope of the graph represents

    \[m\;\;\;\;\;\;-C\] Object's mass

    \[\frac {1}{v}\;\;\;\;\;\;-A\] Inverse of velocity

    \[v\;\;\;\;\;\;-D\] Object's velocity

    \[\frac {1}{m}\;\;\;\;\;\;-B\] Inverse of mass

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    \[4\star \]

    One of the following balloons is moving at a constant speed

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    \[5\star \]

    A car with a mass of \[10\;Kg\] is moving with an acceleration of \[5\; m / S^2\] towards the east. The magnitude and direction of the force acting on the car equals

    \[F = 50\;\; N\;\longleftarrow\; West\;\;\;\;\;\;-C\]

    \[F = 2\;\; N\;\longrightarrow\; East\;\;\;\;\;\;-A\]

    \[F = 50\;\; N\;\longrightarrow\; East\;\;\;\;\;\;-D\]

    \[F = 2\;\; N\;\longleftarrow\; West\;\;\;\;\;\;-B\]

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    \[6\star \]

    The relationship between force and acceleration for an object was plotted, resulting in the following graph. The slope of the graph represents

    \[m\;\;\;\;\;\;-C\] Object's mass

    \[\frac {1}{v}\;\;\;\;\;\;-A\] Inverse of velocity

    \[v\;\;\;\;\;\;-D\] Object's velocity

    \[\frac {1}{m}\;\;\;\;\;\;-B\] Inverse of mass

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    \[7\star \star \]

    An object with mass \[5\;Kg\] is affected by two forces as shown in the figure. The acceleration of the object is:

    \[a = 20\;\; m/s^2\;\longleftarrow\; West\;\;\;\;\;\;-C\]

    \[a = 20\;\; m/s^2\;\longrightarrow\; East\;\;\;\;\;\;-A\]

    \[a = 0.05\;\; m/s^2\;\longrightarrow\; East\;\;\;\;\;\;-D\]

    \[a = 0.05\;\; m/s^2\;\longleftarrow\; West\;\;\;\;\;\;-B\]

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    \[8\star \]

    Which of the following statements indicates an object in equilibrium?

    An object moving at constant velocity -C

    Net force is not zero on an object -A

    An object moving with deceleration -D

    An object moving under its weight -B

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    \[9\star \]

    Which of the following pairs of forces represents an action-reaction pair?

    \[F_2 , F_4 \;\;\;\;\;\;-C\]

    \[F_2 , F_5 \;\;\;\;\;\;-A\]

    \[F_1 , F_3\;\;\;\;\;\;-D\]

    \[F_4 , F_5\;\;\;\;\;\;-B\]

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    \[10 \star \]

    When a skydiver in free fall reaches terminal velocity, then

    \[Fd>Fg \;\;\;\;\;\;-C\]

    \[Fg>Fd \;\;\;\;\;\;-A\]

    \[Fg=Fd \;\;\;\;\;\;-D\]

    \[Fg=Fd =0\;\;\;\;\;\;-B\]

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    \[11\star \]

    All cars are moving to the right. Which of the following cars is moving with deceleration?

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    \[12 \star \star \]

    Which of the following carts has the greatest acceleration?

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    \[13 \star \star \]

    A satellite with mass 370 kg orbits the Earth. Its weight was measured at this
    altitude and found to be (2775) Newtons
    The gravitational acceleration at this altitude equals

    \[g= 6.4 \;\; m/s^2\;\;\;\;\;\;-C\]

    \[g= 4.3 \;\; m/s^2\;\;\;\;\;\;-A\]

    \[g= 7.5 \;\; m/s^2\;\;\;\;\;\;-D\]

    \[g= 9.81 \;\; m/s^2;\;\;\;\;\;-B\]

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    \[14 \star \star\star\]

    A girl with mass 60 kg stands on a bathroom scale placed on the floor of an elevator moving upward with acceleration of
    2 m / S2
    The apparent weight of the girl is
    g= 10 m / S2

    \[F_N= 480 \;\;N \;\;\;\;\;\;-C\]

    \[F_N= 720 \;\;N \;\;\;\;\;\;-A\]

    \[F_N= 60 \;\;N \;\;\;\;\;\;-D\]

    \[F_N= 660 \;\;N \;\;\;\;\;\;-B\]

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    \[15 \star \star\star\]

    A man with mass 80 kg stands on a bathroom scale placed on the floor of an elevator moving downward with acceleration of
    2 m / S2
    The apparent weight of the man is
    g= 10 m / S2

    \[F_N= 720 \;\;N \;\;\;\;\;\;-C\]

    \[F_N= 800 \;\;N \;\;\;\;\;\;-A\]

    \[F_N= 960 \;\;N \;\;\;\;\;\;-D\]

    \[F_N= 640 \;\;N \;\;\;\;\;\;-B\]

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    \[ 16\star\]

    What is the weight of an astronaut with mass 80 kg in space where there is no gravity?

    \[80 \;\;N\;\;\;\;\;\;-C\]

    \[784 \;\;N\;\;\;\;\;\;-A\]

    \[9.81 \;\;N\;\;\;\;\;\;-D\]

    \[ 0.0 \;\; N\;\;\;\;\;\;-B\]

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    \[17\star\]

    What is the force that prevents objects from falling through a table's surface?

    Normal Force - C

    Gravitational Force - A

    Tension Force - D

    Frictional Force - B

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    \[18 \star\star\]

    If the gravitational force between two objects is 36 N, what would it be if the mass of one object is tripled?

    \[36 \;\;N \;\;\;\;\;\;-C\]

    \[108 \;\;N \;\;\;\;\;\;-A\]

    \[72 \;\;N\;\;\;\;\;\;-D\]

    \[12\;\;N\;\;\;\;\;\;-B\]

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    \[19 \star\star\]

    My weight on the moon's surface is 115 N, knowing that gravity on the moon's surface is one-sixth of gravity on Earth's surface, then my mass equals

    \[m= 82.5 \;\;kg \;\;\;\;\;\;-C\]

    \[ m= 60.4 \;\;kg \;\;\;\;\;\;-A\]

    \[m= 65.7 \;\;kg \;\;\;\;\;\;-D\]

    \[m= 70.3 \;\;kg \;\;\;\;\;\;-B\]

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    \[20 \star\star\]

    Looking at the following graph that shows the relationship between acceleration (on the vertical axis) and force (on the horizontal axis) acting on an object.
    From the graph line, the mass of the object equals

    \[m=0.5 \;\; kg-C\]

    \[m=0.25 \;\; kg-A\]

    \[m=2 \;\; kg-D\]

    \[m=4 \;\; kg-B\]

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    \[21 \star\]

    What is Newton's First Law of Motion (Law of Inertia)?

    Every action has an equal and opposite reaction-C

    Force acting on an object equals its mass multiplied by its acceleration-A

    An object at rest stays at rest and an object in motion stays in motion -D
    with the same speed and in the same direction unless acted upon by an unbalanced force

    Energy cannot be created or destroyed, only transformed from one form to another-B

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    \[22 \star\star\]

    A man with mass \[65\; kg\] stands on a bathroom scale in an elevator moving upward at constant speed. The reading shown on the scale will be \[g= 10 m / S^2\]

    \[F_N= 0.0 \;\;N \;\;\;\;\;\;-C\]

    \[F_N= 700 \;\;N \;\;\;\;\;\;-A\]

    \[F_N= 650 \;\;N \;\;\;\;\;\;-D\]

    \[F_N= 660 \;\;N \;\;\;\;\;\;-B\]

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    \[23 \star\]

    Which of the following statements identifies the factors that determine the drag force?

    Object's speed-C

    Object's area and shape -A

    All of the above -D

    Fluid's viscosity and density-B

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    \[24 \star\star\]

    If a parachutist has a mass of \[m=62\;\;kg\] and the gravitational field in the falling area is \[g=9.2 \;\;m/s^2\] then the drag force at terminal velocity will be:

    \[Fd=6.74 \;\;N \;\;\;\;\;\;-C\]

    \[Fd=570.4 \;\;N\;\;\;\;\;\;-A\]

    \[Fd=62 \;\;N \;\;\;\;\;\;-D\]

    \[Fd=0.0 \;\;\;\;\;\;-B\]

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    \[25 \star\star\]

    Four balls with equal mass are connected together
    by four massless ropes
    and hung from the ceiling as shown below
    Which rope experiences the highest tension and is most likely to break?

    \[3\;\;\;\;\;\;-C\]

    \[1\;\;\;\;\;\;-A\]

    \[4 \;\;\;\;\;\;-D\]

    \[2\;\;\;\;\;\;-B\]

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    \[26 \star \star\star\]

    Four balls each with mass 1.5 kg are connected together
    by four massless ropes and hung from the ceiling as shown below
    The tension force acting on the second rope equals

    \[ FT= 58.86\;\; N \;\;\;\;\;\;-C\]

    \[FT= 14.7 \;\;N \;\;\;\;\;\;-A\]

    \[FT= 44.15 \;\;N \;\;\;\;\;\;-D\]

    \[FT= 29.4\;\; N \;\;\;\;\;\;-B\]

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    Answer the following questions

    \[1\star \]

    Write in each blank whether it's a contact force or a field force

    Electric force \[..............\]

    Push force \[..............\]

    Friction force \[..............\]

    Wind force \[..............\]

    Magnetic force \[..............\]

    Gravitational force \[..............\]

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  • \[2\star\]

    A body with mass \[5\;Kg\] was acted upon by two forces as shown in the figure

    Calculate the acceleration of the body \[..........................................\;\;\;\;\;\;........................................\] \[..........................................\;\;\;\;\;\;........................................\] \[..........................................\;\;\;\;\;\;........................................\]
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  • \[3\star\]

    A massless string was hung from the ceiling and a 4 kg mass was hung from the other end of the string as shown in the figure below, putting the body in equilibrium
    Identify the forces acting on the body and draw them on the figure
    Calculate the tension force acting on the body \[.........................................\;\;\;\;\;....................................\] \[.........................................\;\;\;\;\;....................................\] \[.........................................\;\;\;\;\;....................................\] There is a force exerted by the string on the ceiling Determine its magnitude \[.........................................\] Determine its direction on the figure
    Which of Newton's laws does this force follow? \[.........................................\]

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  • \[4\star\]

    A machine with a massless pulley and inextensible string as shown in the figure below

    Calculate the acceleration of the system \[..........................................\;\;\;\;\;\;........................................\] \[..........................................\;\;\;\;\;\;........................................\] \[..........................................\;\;\;\;\;\;........................................\]
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  • \[5\star\]

    Two cubes with masses \[m_1=3\;kg\;\;\;\;\;\;\;\;\;m_2=2\;kg\] were placed on a smooth horizontal plane as shown in the figure. A horizontal force of 20 N was applied to the larger cube directed to the right

    Draw the forces acting on each object in the figure below and identify which are action and reaction forces
    \[.........................................\;\;\;\;\;\;....................................\] \[.........................................\;\;\;\;\;\;....................................\] Calculate the acceleration of both objects \[.........................................\;\;\;\;\;\;....................................\] \[.........................................\;\;\;\;\;\;....................................\] Calculate the action and reaction forces \[.........................................\;\;\;\;\;\;....................................\] \[.........................................\;\;\;\;\;\;....................................\]
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