# Physical Sciences Grade 12 P1 Gauteng Mock 2023 QP (Eng)

> Grade 12 Physical Sciences Paper 1 question paper from the Gauteng Mock Exam 2023 (English), 18 pages. Read online or download the free PDF.

- Page: https://www.hlayiso.com/library/grade-12-physical-sciences-2023-gauteng-mock-exam-question-paper-paper-1-english/f7556cd3-9c5b-4369-a2e2-d2034505a6e3
- Updated: 2026-09-28
- Subject: Physical Sciences
- Grade: Grade 12
- Language: English
- Document type: Question paper
- Year: 2023
- Exam period: Gauteng Mock Exam
- Paper: 1
- Curriculum: CAPS
- Pages: 18

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## About this document

Physical Sciences · Grade 12 · Gauteng Mock Exam · 2023 · English. Question paper, 18 pages. Read online or download the PDF.

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### Page 1

PREPARATORY EXAMINATION
                     2023

                      10841

     PHYSICAL SCIENCES: PHYSICS

                    (PAPER 1)

                                            TIME: 3 hours

                                            MARKS: 150

   14 pages + 3 information sheets and 1 answer sheet

                                                            P.T.O.

### Page 2

PHYSICAL SCIENCES: PHYSICS
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                                                    (PAPER 1)            10841/23

INSTRUCTIONS AND INFORMATION

1.    Write your name in the appropriate space on the ANSWER BOOK.

2.    This question paper consists of TEN questions. Answer ALL the questions in the
      ANSWER BOOK.

3.    Start EACH question (e.g. QUESTION 2 and QUESTION 3) on a NEW page.

4.    Number the answers correctly according to the numbering system used in this
      question paper.

5.    Leave ONE line open between subquestions, e.g. between QUESTION 2.1 and
      QUESTION 2.2.

6.    You may use a non-programmable calculator.

7.    You may use appropriate mathematical instruments.

8.    You are advised to use the attached information sheets.

9.    Show ALL formulae and substitutions in ALL calculations.

10.   Round-off your FINAL numerical answers to a minimum of TWO decimal places,
      where applicable.

11.   Give short, brief motivations, discussions, et cetera, where required.

12.   Write neatly and legibly.

                                                                                       P.T.O.

### Page 3

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QUESTION 1: MULTIPLE-CHOICE QUESTIONS

Four options are provided as possible answers to the following questions. Each question
has only ONE correct answer. Choose the answer and write only the letter (A – D) next
to the question numbers (1.1 to 1.10) in the ANSWER BOOK, e.g. 1.11 D.

1.1 The diagram below shows a trolley held stationary on a slope by a spring balance
    that has a reading of X newtons. The weight of the trolley is w and there is friction f,
    between the trolley’s wheels and the slope.

     The reading on the spring balance is …

     A     w.
     B     w + f.
     C     w – f.
     D     w sin 30.                                                                            (2)

1.2 A box M is being pushed horizontally at a constant velocity on a rough surface by a
    force F.

                  F                         M
                        f

     If the force F acting on the box decreases, then the ...

     A     frictional force acting on the box decreases.
     B     velocity of the box decreases.
     C     acceleration of the box increases.
     D     normal force increases.                                                                 (2)

                                                                                               P.T.O.

### Page 4

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1.3 A ball is dropped from a height of 5 m. After it falls 2 m, it reaches a velocity of v.
    Which of the following statements is correct after it falls 3 m? (Ignore all effects of
    friction.)

     A     The velocity of the ball is 3 m∙s -1.
     B     The acceleration of the ball is 3 m∙s -2.
     C     The acceleration of the ball is 9,8 m∙s -2.
     D     The velocity of the ball is 19,6 m∙s -1 .                                           (2)

1.4 In which of the following rows does the type of collision match with total
    momentum and kinetic energy?

           TYPE OF COLLISION           TOTAL MOMENTUM                KINETIC ENERGY
     A            Elastic                  Conserved                   Not conserved
     B           Inelastic                 Conserved                   Not conserved
     C           Inelastic                Not conserved                 Conserved
     D            Elastic                 Not conserved                 Conserved              (2)

1.5 A block slides over a rough horizontal surface and eventually stops after 1,5 m.
    Which of the following statements is FALSE for the movement of the block?

     A     The net work done on the block decreases its kinetic energy.
     B     The net work done on the block decreases its mechanical energy.
     C     The net work done on the block is negative.
     D     The block is slowing down.                                                          (2)

1.6 The diagram below shows the absorption spectrum of an element on hypothetical
    stars A to D as observed from the Earth. Which star is moving away from the Earth
    with the highest velocity?

               BLUE SHIFTING                                 RED SHIFTING

     A

     B

     C

     D
                                                                                               (2)

                                                                                              P.T.O.

### Page 5

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1.7 The diagram below shows two point charges Q1 = + 5q and Q2 = – 4q at a distance
    x (m) from point P.

             +5q                                                    – 4q
                              x                          x

               Q1                            P                      Q2

     The net electric field at point P in terms of E is given by:

     A    4 E left
     B    5 E right
     C    5 E left
     D    9 E right                                                                       (2)

1.8 The circuit below is set up. The battery has an EMF of 9 V and an internal
    resistance of 0,2 Ω. The reading on A1 is 1,8 A.

     Which statement is CORRECT when a charge of 1 C flows in the circuit?

     A    9 V is the potential difference across the resistor.
     B    9 J of energy is dissipated in the resistor.
     C    8,64 A is flowing in the circuit.
     D    8,64 J of energy is dissipated in the resistor.                                 (2)

1.9 An EMF can be induced across a stationary coil by ...

     A    a stationary magnetic field.
     B    using more turns on the coil.
     C    a changing magnetic field.
     D    increasing the area of the coil.                                                (2)

                                                                                      P.T.O.

### Page 6

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1.10 The diagram below shows the energy levels of an atom in eV (electron volts).

                  n=4
                  n=3                                       - 2,9 eV

                  n=2                                       - 4,8 eV

                  n=1                                       - 15 eV

      The energy needed to excite an electron from the ground state to the first excited
      state is:

      A       – 2,9 eV
      B       – 4,8 eV
      C       + 10,2 eV
      D       – 10,2 eV                                                                       (2)
                                                                                             [20]

QUESTION 2 (Start on a new page.)

Two blocks are attached to each other by a light inextensible string moving over a
frictionless pulley as shown in the diagram below. The slope AB has a smooth surface
and makes an angle of 50 with the horizontal. The slope BC has a rough surface and
makes an angle of 30 with the horizontal.

                                    B

                                                                             Rough surface

                                Smooth surface
                  50                                                  30
          A                                                                         C
2.1 State Newton’s second law of motion in words.                                                (2)

2.2 The coefficient of kinetic friction between slope BC and the block M2 is 0,2.

     2.2.1     Draw a labelled free-body diagram for block M2.                                   (4)

     2.2.2     Calculate the magnitude of the acceleration of the system. Show ALL steps
               in your calculation.                                                              (8)

                                                                                             P.T.O.

### Page 7

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                                                     (PAPER 1)            10841/23

2.3 If the angle of slope BC is decreased to 20, will the frictional force between the
    block and the slope INCREASE, DECREASE or REMAIN THE SAME? Explain the
    answer. (NOTE: No calculations are needed.)                                               (3)
                                                                                             [17]
QUESTION 3 (Start on a new page.)

A 25 g ball is thrown vertically upwards. The ball leaves the thrower’s hand 1,3 m above
the ground with an initial velocity of 7,27 m∙s–1. On its way down, the ball bounces off a
balcony at a velocity of 3 m∙s–1 before being caught at its maximum height after the
bounce. Ignore all effects of friction as well as any horizontal motion of the ball.

                          Building

                                                            Velocity after
                                                            bounce = 3 m∙s-1

                                               7,27 m∙s-1
                3,2 m
                                           1,3 m

3.1 Define the term projectile.                                                                  (2)

3.2 Calculate the:

     3.2.1 Maximum height above the ground that the ball will reach after it was thrown
           in the air                                                                            (4)

     3.2.2 Time that the ball takes until it bounces on the balcony for the first time.          (3)

3.3 Draw a sketch graph of the displacement of the ball for the entire motion.
    (Use the ground as the reference point.)

     Clearly indicate the following on your graph:

        The height from which the ball is released
        The maximum height that the ball reaches
        The height of the balcony
        The time that it takes to bounce on the balcony                                      (5)
                                                                                             [14]

                                                                                             P.T.O.

### Page 8

PHYSICAL SCIENCES: PHYSICS
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                                                   (PAPER 1)            10841/23

QUESTION 4 (Start on a new page.)

When a ball hits and bounces off a surface, it exerts a force on that surface. Grade 12
learners investigated how this force varies over time as the ball hits a force sensor and
bounces off. A 50 g soft ball was dropped from a height of 1,5 m vertically above a force
sensor connected to a laptop as shown on the diagram.

                            Laptop

                                                                      Force sensor

The following graph is obtained from the laptop:

             Force (N)

                                 Time (milliseconds)

4.1 Define the term impulse.                                                                    (2)

4.2 Use the information on the graph to determine the magnitude of the impulse as the
    ball hits and bounces off the force sensor.                                                 (2)

4.3 State the magnitude and the direction of the change in the momentum of the ball.            (2)

                                                                                            P.T.O.

### Page 9

PHYSICAL SCIENCES: PHYSICS
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                                                  (PAPER 1)            10841/23

4.4 If the velocity of the ball just before it hits the force sensor is 5,42 m∙s–1
    downwards, calculate the velocity with which the ball will bounce off the sensor.           (4)

4.5 The ball is now replaced with a hard ball of the same size and mass.
    Will the force on the force sensor INCREASE, DECREASE OR REMAIN THE
    SAME? Explain the answer.                                                                (3)
                                                                                            [13]

QUESTION 5 (Start on a new page.)

A 5 kg box moves up an inclined plane AB at a constant velocity of 1,2 m∙s–1 when a
force F, is applied.

5.1   Calculate the magnitude of the force F if the power that is used to move the box up
      the incline AB is equal to 57,6 W.                                                        (3)

5.2   State the work-energy theorem in words.                                                   (2)

5.3   The box now slides down slope BC.

      If the coefficient of kinetic friction of slope BC in the diagram above is 0,25,
      calculate the velocity of the block at point C, by using ENERGY PRINCIPLES only.       (6)
                                                                                            [11]

                                                                                            P.T.O.

### Page 10

PHYSICAL SCIENCES: PHYSICS
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QUESTION 6 (Start on a new page.)

In the diagrams A, B and C below, the wave patterns are shown for the sound of a siren
from an ambulance and a stationary observer. The observer remains stationary in each
case.

             A                            B                         C

6.1 Define the term Doppler effect.                                                        (2)

6.2 For QUESTIONS 6.2.1 and 6.2.2, state either A; B or C, for which:

     6.2.1 The sound source is stationary.                                                 (1)

     6.2.2 The sound source is moving away from the observer.                              (1)

     6.2.3 Give a reason for the answer in QUESTION 6.2.2.                                 (1)

6.3 If the ambulance is moving away from the observer at a speed of 25 m∙s–1, and the
    frequency of its siren as heard by the driver is 900 Hz, calculate the frequency
    observed by the observer. Take the speed of sound in air as 340 m∙s–1.                 (5)

6.4 The hydrogen spectral line from the sun has a wavelength of 656 nm. If this
    spectral line from a nearby star has a wavelength of 657 nm, what can we
    conclude about the motion of this star in relation to the sun? Explain this
    observation in terms of the Doppler effect.                                           (3)
                                                                                         [13]

QUESTION 7 (Start on a new page.)

An investigation was carried out to show how the electric field (E) varies at a fixed
distance away from a positively charged sphere. To achieve this, a positive charge Q
was varied, and the respective electric field E was measured. The following table of
results was obtained.

             CHARGE (Q) in nC                 ELECTRIC FIELD (E) in kN.C-1
                   1                                      4
                   4                                     16
                   8                                     32
                  11                                     44
                  14                                     55

                                                                                         P.T.O.

### Page 11

PHYSICAL SCIENCES: PHYSICS
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                                                      (PAPER 1)            10841/23

The questions below refer to the table and the investigation that was conducted.

7.1 Define the term electric field at a point.                                            (2)

7.2 Draw the electric field pattern for a positively charged particle.                    (2)

7.3 Plot the graph for electric field (E) versus charge (Q). Use the GRAPH PAPER
    provided at the end of the question paper.                                            (4)

7.4 Use the graph ONLY to answer the following questions:

      7.4.1 Identify the controlled variable in this investigation.                       (1)

      7.4.2 Identify the dependent variable in this investigation.                        (1)

      7.4.3 Determine the fixed distance between the charge and the point where the
            electric field is measured.                                                  (5)
                                                                                        [15]

QUESTION 8 (Start on a new page.)

The battery in the circuit diagram below has an EMF of 6 V and an internal resistance
of 0,4 .

                                         V1

                                    V2
                               S2

                     S1

8.1    With both S1 and S2 open, give the reading on V2.                                  (1)

8.2    With only S1 closed, the ammeter records a reading of 0,75 A. Explain the
       meaning of 0,75 A.                                                                 (2)

8.3    With only S1 closed, calculate the:

       8.3.1    External resistance of the circuit                                        (3)

       8.3.2    Resistance of resistor R                                                  (3)
                                                                                        P.T.O.

### Page 12

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                                                                        (PAPER 1)            10841/23

8.4    S1 is now open and S2 is closed. How will the power dissipated by the 4 Ω resistor
       change? Write only INCREASE, DECREASE OR REMAIN THE SAME. Explain
       the answer.                                                                                        (4)

Grade 12 learners conducted an investigation to determine the internal resistance of a
battery. The circuit used is shown below. By varying the rheostat settings, the
corresponding values of the circuit current and the potential difference, V2, were
recorded.

The results obtained were used to plot the graph below.

      Potential difference (V)

                                                          Current (A)

8.5    From this graph:

       8.5.1                     Deduce the EMF of the battery.                                           (1)

       8.5.2                     Calculate the internal resistance of the battery.                       (3)
                                                                                                        [17]

                                                                                                        P.T.O.

### Page 13

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QUESTION 9 (Start on a new page.)

Study the diagram below and answer the questions that follow.

                                                 B

                                            A

9.1 What type of generator is shown in the diagram above? Motivate the answer by
    referring to the names of specific components in the diagram.                              (3)

9.2 Indicate the direction in which the current will flow in section AB. Use A to B or B to A. (1)

9.3 The following graph is obtained from an AC generator.

                          Current (A)
                                        0                        Time (s)

     9.3.1 How many rotations of the coil are shown in the diagram?                            (2)

     9.3.2 Define rms current.                                                                 (2)

     9.3.3 Calculate the average power that can be delivered by this generator to an
           apparatus with a resistance of 30 .                                                (5)

9.4 An electric hair dryer is rated at 2 200 W at 240 V. Assume that the hair dryer is a
    pure resistor. Calculate the maximum current that flows through the hair dryer
    when it is used.                                                                          (4)
                                                                                             [17]

                                                                                             P.T.O.

### Page 14

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QUESTION 10 (Start on a new page.)

The diagram below shows a phototube that was used to demonstrate the photoelectric
effect. The demonstration was carried out by shining light from a red; a green; a blue
and an ultraviolet light source onto the surface of the phototube.

                                                 Cathode

                                    Anode

                                Power
                                supply

The results were recorded in the table below.

        DEMONSTRATION              COLOUR OF LIGHT                READING ON
           NUMBER                       USED                       AMMETER
              1                          Red                          No
              2                         Green                        Yes
              3                          Blue                        Yes
              4                       Ultraviolet                    Yes

10.1   Explain what is meant by the photoelectric effect.                                           (2)

10.2   Explain why there is no reading on the ammeter when a red light is used.                     (2)

10.3   For the following statements, use INCREASES, DECREASES or REMAINS THE
       SAME to complete the statement:

       10.3.1 The kinetic energy of the photoelectrons … when ultraviolet light is shone
              onto the surface of the phototube instead of green light.                             (1)

       10.3.2 The reading on the ammeter … when green light of higher intensity is
              shone onto the surface of the phototube. Explain this observation.                    (3)

10.4   The cathode is made of copper with a work function of 3,52 x 10–19 J. If ultraviolet
       light with a wavelength of 390 nm was used during demonstration 4, calculate the
       speed of the photoelectrons that were ejected.                                               (5)
                                                                                                   [13]

                                                                                   TOTAL:          150

                                              END

### Page 15

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                       DATA FOR PHYSICAL SCIENCES GRADE 12
                                PAPER 1 (PHYSICS)

                  GEGEWENS VIR FISIESE WETENSKAPPE GRAAD 12
                             VRAESTEL 1 (FISIKA)

TABLE 1: PHYSICAL CONSTANTS/TABEL 1: FISIESE KONSTANTES

          NAME/NAAM                SYMBOL/SIMBOOL        VALUE/WAARDE
Acceleration due to gravity
                                         g                    9,8 mꞏs-2
Swaartekragversnelling
Universal gravitational constant
                                         G              6,67 x 10-11 Nꞏm2ꞏkg-2
Universele gravitasiekonstant
Radius of the Earth
                                         RE                 6,38 x 106 m
Radius van die Aarde
Mass of the Earth
                                         ME                5,98 x 1024 kg
Massa van die Aarde
Speed of light in a vacuum
                                         c                 3,0 x 108 mꞏs-1
Spoed van lig in ŉ vakuum
Planck's constant
                                         h                 6,63 x 10-34 Jꞏs
Planck se konstante
Coulomb's constant
                                         k               9,0 x 109 Nꞏm2ꞏC-2
Coulomb se konstante
Charge on electron
                                         e                  -1,6 x 10-19 C
Lading op electron
Electron mass
                                         me                9,11 x 10-31 kg
Elektronmassa

### Page 16

PHYSICAL SCIENCES: PHYSICS
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TABLE 2: FORMULAE/TABEL 2: FORMULES

MOTION/BEWEGING

                                                                  Δx  v i Δt  21 at 2 or/of
 v f  v i  a t
                                                                  Δy  v i Δt  21 at 2
                                                                        v  vf                 v  vf 
   2       2                           2
 v f  v i  2ax or/of v f  v i  2ay
                                              2
                                                                  Δx   i       Δt or/of Δy   i       Δt
                                                                        2                      2 

FORCE/KRAG

Fnet  ma                                                        p  mv
 fsmax   sN                                                    fk   k N
Fnet t  p
                                                                  w  mg
 p  mv f  mv i
          m 1m 2                               m 1m2                        M                       M
FG                     or/of          FG                       gG               or/of         gG 2
            d   2
                                                  r   2
                                                                            d2                      r

WORK, ENERGY AND POWER/ARBEID, ENERGIE EN DRYWING

 W  Fx cos                                                    U  mgh                 or/of        E P  mgh
                                                                  Wnet  K              or/of        Wnet  E k
   1                                            1
K  mv 2                or/of              E k  mv 2
   2                                            2
                                                                 K  K f  K i          or/of        E k  E kf  E ki
                                                                    W
 Wnc  K  U or/of Wnc  E k  E p                           P
                                                                    t
Pave  Fvave              Pgem  Fv gem
                    /

WAVES, SOUND AND LIGHT/GOLWE, KLANK EN LIG

                                                                        1
 v f                                                           T
                                                                        f
        v  vL                         v  vL                                                     c
 fL           fs               fL           fb                 E  hf          or/of     E h
        v  vs                         v  vb                                                     

E  Wo  Ek(max)            or/of           E  Wo  K max where/waar
                                                                        1                               1
E  hf and/en W0  hf0                      and/en        E k (max)         2
                                                                          mv max    or/of K max             2
                                                                                                          mv max
                                                                        2                               2

### Page 17

PHYSICAL SCIENCES: PHYSICS
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ELECTROSTATICS/ELEKTROSTATIKA

   kQ 1Q 2                                                kQ
F                                                     E
      r2                                                   r2
   W                                                      F
V                                                     E
    q                                                     q
   Q                          Q
n         or/of         n
    e                         qe

ELECTRIC CIRCUITS/ELEKTRIESE STROOMBANE

     V                                                 emf ( ε ) = I(R + r)
R
     I                                                 emk ( ε ) = I(R + r)
Rs  R1  R2  ...
  1   1   1                                            q  It
           ...
 R p R1 R 2

W = Vq                                                      W
                                                       P
                                                            Δt
W = VI  t
                                                       P = VI
W= I2R  t
                                                       P = I 2R
      V 2 Δt
W=                                                          V2
       R                                               P
                                                            R

ALTERNATING CURRENT/WISSELSTROOM

                                                       Pave  VrmsIrms       /   Pg
                                                                                  d
                                                                                  l
                                                                                  e
                                                                                  d
                                                                                  d
                                                                                  i
                                                                                  m
                                                                                  e      Vwk
                                                                                            g
                                                                                            w
                                                                                            k
                                                                                            g  I
           I max                               I
                                                   s
                                                   k
                                                   a
                                                   m
 I rms              /             I              2
                                       k
                                       g

                                                                                 Pg
                                                                                                   R
                                       w
                                                                                            k
             2                                         Pave  I rms
                                                                2
                                                                    R        /
                                                                                  d
                                                                                  l
                                                                                  e
                                                                                  d
                                                                                  d
                                                                                  i
                                                                                  m
                                                                                  e   I
                                                                                            g
                                                                                           2w

                                               V
            Vmax                   Vw                                                      2 gR
                                                   s
                                                   k
                                                   a
                                                   m
 Vrms                                             2
                                                                                 Pg
                     /                 k
                                        
                                                                                           Vw
                                       g                           2                           k
                                                                 Vrms
               2                                       Pave                          
                                                                                  d
                                                                         /
                                                                                  l
                                                                                  e
                                                                                  d
                                                                                  d
                                                                                  i
                                                                                  m
                                                                                  e
                                                                  R

### Page 18

PHYSICAL SCIENCES: PHYSICS
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                                      (PAPER 1)            10841/23

ANSWER SHEET
QUESTION 7.3: PLACE THIS GRAPH SHEET IN YOUR ANSWER BOOK.
NAME OF LEARNER: _________________________________________________

   0

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