Syllabus Edition

First teaching 2023

First exams 2025

|

Forces & Momentum (HL IB Physics)

Exam Questions

8 hours114 questions
1
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1 mark

A ladder rests on a rough wall and rough horizontal ground. Which diagram correctly labels all forces acting on the ladder? 

2-2-q1-sl-easy-mcq-phy

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    2
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    1 mark

    A parachutist of mass 75 kg is falling vertically through the air at a constant speed of 0.6 m s–1

    What is the resultant force on the parachutist? 

    • 0 N

    • 75 N

    • 750 N

    • 1000 N

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    3
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    1 mark

    Which statement best summarises Newton's Third Law of Motion? 

    • If object X exerts a force on object Y, then object Y exerts a greater and opposite force on object X

    • If object X exerts a force on object Y, then object Y exerts a lesser and opposite force on object X

    • If object X exerts a force on object Y, then object Y exerts an equal and opposite force on object X

    • If object X exerts a force on object Y, then object Y exerts no force on object X

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    4
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    1 mark

    The image shows a block resting on an inclined plane. 

    2-2-q4-sl-easy-mcq-phy

    Which row in the table gives the correct interpretation of the forces acting on the block, RF and W?

      R F W
    A. weight reaction static friction
    B. dynamic friction weight reaction
    C. reaction dynamic friction weight
    D. reaction static friction weight

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      5
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      1 mark

      Which statement about Newton's Second Law of Motion is true? 

      • For bodies of constant mass, the resultant force acting on it is inversely proportional to its acceleration

      • For bodies of a non-constant mass, the resultant force acting on it is proportional to its acceleration

      • For bodies of constant mass, the resultant force acting on it is proportional to its acceleration

      • For bodies of a non-constant mass, the resultant force acting on it is inversely proportional to its acceleration

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      6
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      1 mark

      Which of the following statements about friction is not true?

      • Friction always acts in the opposite direction to the direction of motion 

      • Static friction occurs when two solid objects are in contact and no movement occurs between the two objects

      • For a stationary object, the force due to the coefficient of dynamic friction is at a maximum

      • For a stationary object, the force due to the coefficient of dynamic friction is zero

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      7
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      1 mark

      Which statement best summarises Newton's first law of motion?

      • Whenever two objects interact the forces they exert on each other are opposite.

      • A resultant force on an object is equal to the rate of change in momentum.

      • A body will remain at rest or move with constant velocity unless acted on by a resultant force

      • A body will move in a constant velocity only if there is a resultant force acting upon it

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      8
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      1 mark

      Which statement about drawing free body diagrams is not correct?

      • Arrows must be drawn to scale and represent the size of the force involved

      • All force arrows must touch the object applying the force

      • Force arrows must be drawn as straight lines with a ruler

      • Force arrows don't have to be labelled

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      9
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      1 mark

      Which of the following equations for static friction is correct?

      • ma

      • Ff ≤ μsR

      • Ff  μdR

      • IΔt

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      10
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      1 mark

      Which statement is correct about the coefficient of friction, μ?

      • It is always between 0 and 1

      • The coefficient of friction can be different for the same material in the same conditions

      • The coefficient of dynamic and static friction between the same two surfaces will be different

      • The coefficient of dynamic friction is equal to the frictional force multiplied by the reaction force

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      11
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      1 mark

      In uniform circular motion, which of the following is incorrect?

      • Magnitude of the velocity is constant

      • The direction of the velocity is constant

      • The centripetal force is towards the centre of the circle

      • The centripetal force is at 90 o to the velocity

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      12
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      1 mark

      A child whirls a conker on a string around their head. The conker moves with uniform circular motion. The linear speed of the conker is 5 m s−1 and the radius of the circle is 0.5 m. 

      Calculate the angular speed of the conker.

      • 2.5 rad s−1

      • 0.5 rad s−1

      • 10 rad s−1

      • 5 rad s−1

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      13
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      1 mark

      What is an angular displacement of pi over 6 rad in degrees?

      • 180 o

      • 60 o

      • 45 o

      • 30 o

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      14
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      1 mark

      The linear speed of a motorcycle of mass 50 kg on a circular race track is 10 m s−1. The radius of the race track is 500 m.

      What is the centripetal force acting on the motorcycle?

      • 10 N

      • 50 N

      • 150 N

      • 100 N

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      15
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      1 mark

      An athletic hammer consists of a heavy metal ball on the end of a steel wire which is rotated around an athlete's head before being released.

      The angular speed obtained by a training hammer thrown in a competition is 2 rad s−1. The combined length of the steel rope and the athlete's arms is 2 m.

      What is the centripetal acceleration of the hammer?

      • 2 m s−2

      • 4 m s−2

      • 6 m s−2

      • 8 m s−2

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      16
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      1 mark

      A man is running along a circular path with an angular velocity of 0.05 rad s−1. His linear velocity is 2.5 m s−1.

      What is the radius of the path?

      • 20 m

      • 30 m

      • 40 m

      • 50 m

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      17
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      1 mark

      A mass is swung on a string in a circle of radius r.

      6-1-circular-motion--q7-question-sl-easy-mcq-phy

      The string breaks and the mass continues to move.

      Which line in the table below describes the motion of the mass in the horizontal and vertical dimensions?

       

      Horizontal

      Vertical

      A.

      Continues in a circle of radius r

      No vertical motion

      B.

      Moves in a circle of radius > r

      Moves at a constant speed downwards

      C.

      No horizontal motion

      Decelerates downwards

      D.

      Moves in a straight line at 90 ° to r

      Accelerates downwards

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        18
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        1 mark

        A ball attached to a string rotates in a gravitational field with a constant time period in a vertical plane. The forces acting on the mass are tension, T and weight, W.

        6-1-circular-motion-q8-question-sl-easy-mcq-phy

        What is an expression for the magnitude of the tension in the string at the top of the circle?

        • fraction numerator m v squared over denominator r end fraction minus m g

        • T

        • mg

        • fraction numerator m v squared over denominator r end fraction plus m g

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        19
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        1 mark

        A satellite moves in a uniform circular orbit around the Earth in a clockwise direction. 

        Which diagram correctly shows the direction of the velocity v and acceleration a of the satellite at the position shown?

        6-1-circular-motion-q9-question-sl-easy-mcq-phy

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          20
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          1 mark

          What is the force acting on an object rotating with constant speed v in a circle of radius r?

          • fraction numerator m v squared over denominator r end fractiontowards the centre of the circle

          • v squared over raway from the centre of the circle

          • fraction numerator m v squared over denominator r end fractionalong a tangent to the circle

          • No force acts on the object

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          21
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          1 mark

          What is the equation for momentum?

          • p space equals space F s

          • p space equals space m v

          • p space equals space 1 half m v squared

          • p space equals space F capital delta t

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          22
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          1 mark

          A tennis ball is thrown at a wall and then bounces off. 

          2-4-q2-sl-easy-mcq-phy-png

          Which row states the correct directions for the velocity, v, before and after hitting the wall?

           

          Before collision

          After collision

          A.
          B. +
          C. +
          D. + +

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            23
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            1 mark

            A car drives into a wall. The change in momentum is 17 000 kg ms−1 and the time of impact is 0.1 seconds. 

            What is the force acting on the car as a result of the collision?

            • 17 000 N

            • 1 700 000 N

            • 170 000 N

            • 1700 N

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            24
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            1 mark

            Which of the following is a correct equation for impulse?

            • J space equals space m v space – space m u

            • J space equals space F capital delta p space

            • J space equals space capital delta t space

            • J space equals space fraction numerator F over denominator increment t end fraction

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            25
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            1 mark

            Which feature on a force-time graph represents the impulse?

            • Gradient

            • y-intercept

            • Area 

            • x-intercept

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            26
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            1 mark

            Before a collision object A is stationary and object B is travelling at 1 ms−1

            What is the correct symbol and value for the initial velocity of object A?

            • uB  = 0

            • u= 0

            • vA = 0

            • u= 1

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            27
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            1 mark

            What is the definition of an external force?

            • Forces that act on a system from outside of it

            • Forces exchanged by the particles in a system

            • Every action has an equal and opposite reaction

            • The rate of change of momentum on a body

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            28
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            1 mark

            What is the definition of an inelastic collision?

            • A collision where kinetic energy is conserved

            • A collision where the momentum is conserved

            • A collision where both objects are stationary after the collision

            • A collision where kinetic energy is not conserved

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            29
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            1 mark

            What is the main purpose of the crumple zone in a car?

            • To decrease the contact time over which a collision occurs.

            • To increase the contact time over which a collision occurs.

            • To reduce the mass of the car involved in the collision.

            • To reduce damage to the rest of the car in a collision.

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            30
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            1 mark

            What type of collision are explosions?

            • Elastic

            • Conserved

            • Inelastic

            • Impulsive 

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            1
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            1 mark

            A wooden block of weight W rests on a rough board that produces a friction force Ff. The end of the board is then raised up to angle θ until the block slides down the plane of the board at constant velocity v.

            q11_forces_ib-sl-physics-mcq

            Which row describes the forces acting on the block as it slides down the board?

             

            Frictional force on block

            Resultant force on block

            A.

            W sin θ

            0

            B.

            W cos θ

            W sin θFf

            C.

            W cos θ

            0

            D.

            W sin θ

            FfW sin θ

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              2
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              1 mark

              Which row gives the correct Newton’s third law force pair for a book on a table?

               

              Force A

              Force B

              A.

              Weight of the book

              Force of book on the table

              B.

              Gravitational force of the Earth pulling on the book

              Gravitational force of the book pulling on the Earth

              C.

              Weight of the book

              Reaction force from the table surface

              D.

              Gravitational force of the Earth pulling on the book

              Gravitational force of the table pulling on the Earth

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                3
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                1 mark

                An object of mass m is connected via a frictionless pulley to an object of mass M, where M > m. M rests on a horizontal rough surface with a frictional force f.q13_forces_ib-sl-physics-mcq

                What is the acceleration of the system?

                • 0

                • begin mathsize 16px style fraction numerator m g plus f over denominator open parentheses M plus m close parentheses end fraction end style

                • begin mathsize 16px style fraction numerator m g minus f over denominator open parentheses M plus m close parentheses end fraction end style

                • g

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                4
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                1 mark

                A photo hangs from two strings. It has a weight W and the two strings have equal tension T.

                What is the free–body diagram for this situation?

                q14_forces_ib-sl-physics-mcq

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                  5
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                  1 mark

                  Which of the following are possible values for the maximum coefficient of static friction, size 16px mu subscript S and dynamic friction, begin mathsize 16px style mu subscript d end style?

                     mu subscript S  mu subscript d
                  A.

                  0.012

                  0.78

                  B.

                  0.35

                  0.12

                  C.

                  1.50

                  0.90

                  D.

                  0.26

                  –0.77

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                    6
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                    1 mark

                    Two coplanar forces of 11 N and 7 N act on an object. Which force could not be the resultant for these two forces?

                    • 18 N

                    • 1 N

                    • 9 N

                    • 4 N

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                    7
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                    1 mark

                    Two boxes in contact are pushed in a line along a floor with a force F. The boxes are moving at a constant speed. Box X has a mass m and box Y has a mass 3m.q20_forces_ib-sl-physics-mcq

                    What is the resultant force acting on Y?

                    • F

                    • F over 3

                    • 3F

                    • 0

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                    8
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                    1 mark

                    A particle of mass m moves in a circle of radius r at uniform speed, taking time T for each revolution. What is the kinetic energy of the particle?

                    • 2 m r pi f squared

                    • m r squared pi squared f squared

                    • 2 m r squared pi squared f squared

                    • 4 m r squared pi squared f squared

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                    9
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                    1 mark

                    A 0.05 kg ball is attached to an inextensible string and whirled overhead such that it rotates in a horizontal circle.

                    What is the centripetal force on the ball if the string is 0.1 m long and the ball has a time period of  pi over 10s?

                    • 1.0 N 

                    • 0.1 N

                    • 8.0 N

                    • 2.0 N

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                    10
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                    1 mark

                    A horizontal disc rotates uniformly at a constant angular velocity about a central axis normal to the plane of the disc.

                    q13_circular-motion_ib-sl-physics-mcq

                    Point X is on a distance 3L from the centre of the disc. Point Y is a distance L from the centre of the disc. Point Y has a linear speed v and a centripetal acceleration a.

                    What is the linear speed and centripetal acceleration of point X?

                     

                    Linear Speed of X

                    Acceleration of X

                    A.

                    3v

                    a

                    B.

                    v

                    a

                    C.

                    3v

                    3a

                    D.

                    2v

                    2a

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                      11
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                      1 mark

                      A spinning top makes twenty revolutions in five minutes in a clockwise direction.

                      What is the angular velocity of the spinning top?

                      • fraction numerator 2 pi over denominator 15 end fraction

                      • pi over 150

                      • 10π

                      • 1 over 15

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                      12
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                      1 mark

                      A body moves in a circle with increasing angular velocity. At times t, the angles θ swept out by the body added cumulatively from the same reference point and its angular velocities ω are as follows:

                      t / s

                      θ / rad

                      ω / rad s–1

                      5

                      15

                      25

                      35

                      2

                      16

                      42

                      80

                      0.4

                      2.4

                      4.4

                      6.4

                      The angular acceleration of the body:

                      • is constant at 0.2 rad s–2

                      • gradually decreases and is 6.25 rad s–2 when t = 15 s

                      • is constant at 0.4 rad s–2

                      • increases at a constant rate and is 0.2 rad s–2 when t = 15 s

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                      13
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                      1 mark

                      A hammer thrower rotates a ball on a string in a circular path gradually increasing its angular velocity with each rotation. 

                      q17_circular-motion_ib-sl-physics-mcq

                      When the hammer releases the ball, the subsequent path taken by the ball is

                      • a vertical circle

                      • a parabola in a horizontal plane

                      • a parabola in a vertical plane

                      • a straight line along a radius of the circle

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                      14
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                      1 mark

                      An object at the end of a steel rod rotates in a vertical circle at a constant angular velocity. Which of the following statements correctly describes the tension in the rod?

                      • it is greatest when the object is halfway up the circle

                      • it is greatest when the object is at the bottom of the circle

                      • it is unchanged throughout the motion

                      • it is greatest when the object is at the top of the circle

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                      15
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                      1 mark

                      For a particle moving in a circle with uniform speed, which of the following statements is incorrect?

                      • The speed of the particle is constant

                      • The acceleration of the particle is perpendicular to its direction of motion

                      • The momentum of the particle is constant

                      • The particle is accelerating

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                      16
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                      1 mark

                      A satellite X of mass orbits the Earth with a period T and radius r and linear speed v. What will be the orbital period of satellite Y with mass m occupying an orbit with radius r over 2 and speed 2v as X?

                      • 2T

                      • T

                      • T over 2

                      • T over 4

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                      17
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                      1 mark

                      A force acts on a mass of 5.0 kg and it is initially at rest.

                      q11_momentum--impulse_ib-sl-physics-mcq 

                      What is the time taken for the mass to reach an acceleration of 2 m s-2?

                      • 2.50 s

                      • 2.20 s

                      • 2.25 s

                      • 2.00 s

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                      18
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                      1 mark

                      A body of mass 3M at rest explodes into two pieces of mass 2M and M

                      What is the ratio fraction numerator k i n e t i c italic space e n e r g y italic space o f italic space italic 2 M over denominator k i n e t i c italic space e n e r g y italic space o f italic space M end fraction and fraction numerator italic m italic o italic m italic e italic n italic t italic u italic m italic space italic o italic f italic space italic 2 italic M over denominator italic m italic o italic m italic e italic n italic t italic u italic m italic space italic o italic f italic space italic M end fraction?

                       

                       

                      fraction numerator bold italic k bold italic i bold italic n bold italic e bold italic t bold italic i bold italic c bold italic space bold italic e bold italic n bold italic e bold italic r bold italic g bold italic y bold italic space bold italic o bold italic f bold italic space bold italic 2 bold italic M over denominator bold italic k bold italic i bold italic n bold italic e bold italic t bold italic i bold italic c bold italic space bold italic e bold italic n bold italic e bold italic r bold italic g bold italic y bold italic space bold italic o bold italic f bold italic space bold italic M end fraction fraction numerator bold italic m bold italic o bold italic m bold italic e bold italic n bold italic t bold italic u bold italic m bold space bold italic o bold italic f bold space bold 2 bold italic M over denominator bold italic m bold italic o bold italic m bold italic e bold italic n bold italic t bold italic u bold italic m bold space bold italic o bold italic f bold space bold italic M end fraction

                      A.

                      1 half

                      -1

                      B.

                      1

                      -1

                      C.

                      1 fourth

                      2

                      D.

                      1 half

                      -2

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                        19
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                        1 mark

                        Which of the following is an elastic collision?

                        • A ball dropped from a height and bouncing up to a lower height

                        • Two railway trucks colliding and they link together

                        • Two gas molecules collide and a bond is formed between them

                        • Two gas molecules collide and then travel perpendicular to each other

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                        20
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                        1 mark

                        A stone of mass 0.5 kg is thrown with an initial speed of 10 m s-1 at an angle θ to the vertical. P is the highest point of the motion and air resistance is negligible.

                        q15_momentum--impulse_ib-sl-physics-mcq

                        What is the momentum of the stone at P?

                        • 5 sin θ

                        • 5

                        • 5 cos θ

                        • 0

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                        21
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                        1 mark

                        A truck T moving horizontally collides with an identical truck S that is at rest.q16_1_momentum--impulse_ib-sl-physics-mcq

                         T strikes S with speed 2v.

                        What is a possible outcome of the collision?q16_2_momentum--impulse_ib-sl-physics-mcq

                         

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                          22
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                          1 mark

                          A ball of mass 4.0 kg, initially at rest, is acted on by a force F which varies with t.

                          q18_momentum--impulse_ib-sl-physics-mcq

                          What is the velocity of the ball after 14 s?

                          • 7 m s-1

                          • 56 m s-1

                          • 14 m s-1

                          • 28 m s-1

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                          23
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                          1 mark

                          Which of the following is true for momentum and impulse?

                          • Momentum is conserved in an inelastic collision

                          • Impulse is the momentum 

                          • The direction in which an object is travelling in doesn’t affect its impulse

                          • A heavier object always experiences a greater impulse than a lighter one

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                          24
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                          1 mark

                          Two balls m and 2m collide elastically with speeds v and 2v respectively. After the collision, they both move in opposite directions.q20_momentum--impulse_ib-sl-physics-mcq

                          What speed does the 2m ball move with after the collision?

                          A.

                           square root of 5 over 2 end rootv

                          B.

                          5 over 2v

                          C.

                           square root of 1 half end rootv

                          D.

                          1 halfv

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                            1
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                            1 mark

                            A frictionless spring-operated latched is fitted to a door. 

                            2-2-sl-mcq-hard-q1_1-phy

                            When the latch is pushed in, the spring compresses.

                            When the latch is released, which of the following best represents how acceleration a of the latch varies with the distance x it moves before stopping? 

                            • 2-2-sl-mcq-hard-q1_2a-phy

                            • 2-2-sl-mcq-hard-q1_2b-phy

                            • 2-2-sl-mcq-hard-q1_2c-phy

                            • 2-2-sl-mcq-hard-q1_2d-phy

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                            2
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                            1 mark

                            Elaborate chandeliers can be modelled as layers of hanging bars. The diagram shows one such model with a mass m suspended from two bars of negligible mass, connected by five light strings. Each layer has N number of strings. 

                            2-2-sl-mcq-hard-q2-phy

                            Which expression gives the tension in any single string? 

                            • fraction numerator m g over denominator N end fraction

                            • fraction numerator m g over denominator N squared end fraction

                            • N m g

                            • left parenthesis N minus 1 right parenthesis m g

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                            3
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                            1 mark

                            Two blocks, one made of wood and the other of iron, are arranged at rest on the ground. 

                            2-2-sl-mcq-hard-q3-phy

                            Which of the following statements is correct? 

                            • The force exerted by the ground on the iron block in (1) is greater than the force exerted by the ground on the wooden block in (2) because the iron block, being denser than the wooden block, exerts more force on the ground. 

                            • The force exerted by the wooden block on the iron block in (1) is equal to that exerted by the iron block on the wooden block in (2) by virtue of Newton's third law. 

                            • The force exerted by the iron block on the wooden block in (1) is greater than that exerted by the wooden block on the iron block in (2). 

                            • The force exerted by the wooden block on the iron block is equal to the weight of the wooden block in (1) while the force exerted by the iron block on the wooden block is equal to the weight of the iron block in (2). 

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                            4
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                            1 mark

                            A pendulum bob hangs from the ceiling in a carriage in a train and is just above a certain mark on the floor when the train is at rest. Later, when the train is moving with a constant velocity forward, which statement best outlines the position of the bob? 

                            • The bob is behind the mark, so that the pendulum thread is along the resultant of the forces due to the motion of the train and gravity. 

                            • The bob remains over the mark because the force due to the motion of the train is balanced by the reaction of the thread on the support. 

                            • The bob oscillates about the mark because of the unbalanced force due to the motion of the train. 

                            • The bob remains over the mark because the motion of the train produces no additional force on the bob. 

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                            5
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                            1 mark

                            Two masses m and nm, where n > 1, are joined by a light string which passes over a frictionless pulley. The acceleration of free fall is g

                            2-2-sl-mcq-hard-q7-phy

                            What is the acceleration of the masses a and the tension in the string T

                             

                            a

                            T

                            A.

                            fraction numerator n minus 1 over denominator n plus 1 end fraction

                            m g open parentheses fraction numerator n minus 1 over denominator n plus 1 end fraction close parentheses

                            B.

                            g left parenthesis n plus 1 right parenthesis

                            m g open parentheses fraction numerator n minus 1 over denominator n plus 1 end fraction minus 1 close parentheses

                            C.

                            fraction numerator g left parenthesis n minus 1 right parenthesis over denominator n plus 1 end fraction

                            m g open parentheses fraction numerator n minus 1 over denominator n plus 1 end fraction plus 1 close parentheses

                            D.

                            fraction numerator g left parenthesis n plus 1 right parenthesis over denominator n minus 1 end fraction

                            m g open parentheses fraction numerator n plus 1 over denominator n minus 1 end fraction plus 1 close parentheses

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                              6
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                              1 mark

                              Two bodies, X and Y, having masses mX and mY respectively, exert forces on each other and have no external forces acting on them. The force acting on X is F, which gives X an acceleration aX.

                              What is the magnitude of the force on Y and its acceleration?

                               

                              Magnitude of force on Y

                              Acceleration of Y

                              A.

                              m subscript Y over m subscript X F

                              a

                              B.

                              F

                              m subscript Y over m subscript X a

                              C.

                              m subscript X over m subscript Y F

                              a

                              D.

                              F

                              m subscript X over m subscript Y a

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                                7
                                Sme Calculator
                                1 mark

                                Two blocks with mass 5m and 3m are pushed along a smooth horizontal surface by an applied force F.

                                2-2-sl-mcq-hard-q9-phy

                                What is the magnitude of the force exerted between the blocks? 

                                • F

                                • 2 over 8 F

                                • 3 over 8 F

                                • 8 over 3 F

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                                8
                                Sme Calculator
                                1 mark

                                A particle rotates clockwise in a horizontal circle of radius r with a constant angular velocity ω. The particle is at S at time zero and at P at time t. Q represents the projection of point P onto the diameter through S. Measured with respect to the centre of orbit O, the displacement, linear velocity and linear acceleration of Q along OS are xv and a respectively. 

                                6-1-sl-mcq-hard-q1-phy

                                Which of the following sets of expressions is correct? 

                                 

                                x

                                v

                                a

                                A.

                                r space cos space omega t

                                negative r omega space sin space omega t

                                r omega squared space cos space omega t

                                B. r space cos space omega t negative r omega space sin space omega t negative r omega squared space cos space omega t
                                C.

                                r space sin space omega t

                                negative r omega space cos space omega t

                                negative r omega squared space sin space omega t

                                D.

                                r space sin space omega t

                                r omega space cos space omega t r omega squared space sin space omega t

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                                  9
                                  Sme Calculator
                                  1 mark

                                  A simple pendulum consists of a bob of mass m at the end of a light inextensible thread of length d. The bob swings through point Y with velocity v and comes to an instantaneous rest at point X, where the string is just taut. 

                                  6-1-sl-mcq-hard-q2-phy

                                  What is the tension in the thread as the bob passes point Y? 

                                  • mg

                                  • 2mg

                                  • 3mg

                                  • 4mg

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                                  10
                                  Sme Calculator
                                  1 mark

                                  A particle travels in a circular path in a magnetic field with radius x and centripetal acceleration a

                                  What is the time taken for 15 complete rotations? 

                                  • 2 pi square root of x over a end root

                                  • 30 pi square root of x over a end root

                                  • 2 pi square root of a over x end root

                                  • 30 pi square root of a over x end root

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                                  11
                                  Sme Calculator
                                  1 mark

                                  A mass m1 is attached to one end of a light extensible string of length x. When the mass rotates with a linear speed v in a horizontal plane, an extension Δx is obtained. 

                                  Which of the following shows the correct expression for another mass m2, if it is attached to the same light extensible string and rotated with the same linear speed but rotates at twice the radius as that produced by m1?

                                  • m subscript 2 equals fraction numerator 2 m subscript 1 left parenthesis x plus increment x right parenthesis over denominator increment x end fraction

                                  • m subscript 2 equals fraction numerator 2 m subscript 1 left parenthesis 2 x plus increment x right parenthesis over denominator increment x end fraction

                                  • m subscript 2 equals fraction numerator 4 m subscript 1 left parenthesis x plus increment x right parenthesis over denominator increment x end fraction

                                  • m subscript 2 equals fraction numerator 2 m subscript 1 left parenthesis x plus 2 increment x right parenthesis over denominator increment x end fraction

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                                  12
                                  Sme Calculator
                                  1 mark

                                  Two bobs A and B, of equal mass, are connected by a light inextensible string of length l

                                  6-1-sl-mcq-hard-q5-phy

                                  Bob A is tied to a nail at the centre of a smooth table by another light, inextensible string of length 3l. The bobs are then set into uniform motion on the surface of the table with the same angular velocity. 

                                  What is the ratio of the tension in the string connecting bob A and B to that in the string connecting bob A to the nail? 

                                  • 1:2 

                                  • 3:4 

                                  • 4:7

                                  • 4:9

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                                  13
                                  Sme Calculator
                                  1 mark

                                  An aircraft moves in a horizontal plane at a constant linear speed v and makes a turn of radius r

                                  6-1-sl-mcq-hard-q6-phy

                                  Which of the following expressions is true for the tilt angle θ?

                                  You may wish to use the relationship:

                                  tan space theta equals fraction numerator sin space theta over denominator cos space theta end fraction

                                  • theta proportional to r

                                  • theta proportional to 1 over r

                                  • tan space theta proportional to r

                                  • tan space theta proportional to 1 over r

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                                  14
                                  Sme Calculator
                                  1 mark

                                  The maximum speed for a car to safely move round a corner when the road is dry is 10 m s–1. The maximum frictional force between the road surface and the wheels of the car is halved when the road is wet. 

                                  What is the maximum safe speed for a car to go round the corner when the road is wet? 

                                  • square root of 2 m s–1

                                  • 2 square root of 2 m s–1

                                  • 5 square root of 2 m s–1

                                  • 10 square root of 2 m s–1

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                                  15
                                  Sme Calculator
                                  1 mark

                                  A conker attached to a string is whirled in a vertical circle at constant speed. 

                                  Which of the following correctly shows the variation of the tension T in the string with the angular displacement θ

                                  6-1-sl-mcq-hard-q8-phy

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                                    16
                                    Sme Calculator
                                    1 mark

                                    A small object is attached to a string and whirled in a vertical circle at a constant speed. The magnitude of the net force F on the object at the top of the circle is given by:

                                    F subscript t o p end subscript space equals space T space plus space m g

                                    Where T is the tension in the string, m is the object's mass and g is the acceleration of free fall.

                                    The magnitude of the net force on the object at the bottom of the circle is given by: 

                                    F subscript b o t t o m end subscript space equals space T space minus space m g

                                    Which of the following statements is correct?

                                    • The net force on the object at the bottom of the loop is greater than the net force at the top

                                    • The net force on the object decreases as the object moves from the bottom to the top of the loop

                                    • The net force on the object at the top of the loop is greater than the net force at the bottom

                                    • The net force on the object is the same at the top and at the bottom of the loop

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                                    17
                                    Sme Calculator
                                    1 mark

                                    Two masses m1 and m2 are fixed on a horizontal circular rotating platform. m2 is half as massive as m1 and is fixed at a distance three times as far from the centre as m1. The net force on m1 is F1 and the net force on m2 is F2.

                                    Which of the following statements is correct? 

                                    • F subscript 1 equals 1 half F subscript 2 

                                    • F subscript 1 equals 1 third F subscript 2

                                    • F subscript 1 equals 2 over 3 F subscript 2

                                    • F subscript 1 equals 2 F subscript 2

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                                    18
                                    Sme Calculator
                                    1 mark

                                    A ball of mass 0.60 kg is kicked off a cliff with a horizontal velocity of 3.0 m s–1.  It follows the path of a projectile shown below and lands with a velocity of 4.0 m s–1 at an angle of 30o to the ground.  Air resistance is negligible during the flight.

                                    2-4-sl-mcq-hard-q2-phy

                                    What is the magnitude of the change in momentum of the ball between the top of the cliff and the ground below?

                                    You may need to use the following trigonometric values to help you:

                                    cos(30) = fraction numerator square root of 3 over denominator 2 end fraction

                                    sin(30) = 1 half

                                    • 1.2 square root of 3 N s

                                    • 0.6 N s

                                    • 2 N s

                                    • 1.2 N s

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                                    19
                                    Sme Calculator
                                    1 mark

                                    A BB gun fires 4 g ball bearings at a rate of 100 balls per minute. The balls leave the BB gun at a velocity of 20 m s–1 and strike a fixed steel block.  The balls rebound off the block with the same velocity as they were fired.

                                    What is the average force exerted on the steel container?

                                    • 16 N

                                    • fraction numerator 0.16 over denominator 60 end fraction N

                                    • 16 over 60 N

                                    • 1600 over 60N

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                                    20
                                    Sme Calculator
                                    1 mark

                                    Two trolleys, X and Y, are connected by an elastic cord, of negligible mass, as shown below. Trolley X is twice the mass of trolley Y.

                                    2-4-sl-mcq-hard-q4-phy

                                    The two trolleys are pulled apart so that the elastic cord is stretched. The trolleys are then released at the same time and move towards each other.  The trolleys stick together on impact. 

                                    Just before the trolleys collide, the speed of trolley X is 20 cm s–1.

                                    What is the speed of the trolleys after they collide?

                                    • 20 cm s−1

                                    • 0 cm s−1

                                    • 10 cm s−1

                                    • 30 cm s−1

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                                    21
                                    Sme Calculator
                                    1 mark

                                    The diagram below shows a block of mass 2 kg sliding down a rough slope from rest against a constant friction force of 2.5 N.

                                    Use the following assumptions to help you:

                                    Acceleration due to free fall is 10 m s−2

                                    cos(20) = 0.9

                                    sin(20) = 0.3

                                    q26_linear-momentum_aqa-as-physics-mcq

                                    What is the momentum of the block along the slope after 5 seconds?

                                    • 7.75 kg m s−1

                                    • 38.75 kg m s−1

                                    • 77.5 kg m s−1

                                    • 17.5 kg m s−1

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                                    22
                                    Sme Calculator
                                    1 mark

                                    A car of mass 3000 kg is travelling at 5 m s–1 when it collides with a wall and is brought to rest.  The force-time graph of the impact is shown below.

                                    q27_linear-momentum_aqa-as-physics-mcq

                                    What is the maximum force exerted on the car?

                                    • 15 000 N

                                    • 300 000 N

                                    • 75 N

                                    • 3000 N

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                                    23
                                    Sme Calculator
                                    1 mark

                                    Particle P has a mass m and is moving towards a stationary particle, Q, of mass M.  P is travelling with a velocity of u before colliding head on with particle Q.  The collision between the particles is elastic.

                                    What is the velocity of particle Q after the collision? 

                                    • fraction numerator 2 m u over denominator M space plus space m end fraction

                                    • fraction numerator left parenthesis M space minus space m right parenthesis u over denominator M end fraction

                                    • u

                                    • 2mu

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