# Physical Sciences Grade 12 P1 NSC June 2022 QP (Eng)

> Grade 12 Physical Sciences Paper 1 question paper from the NSC June Exam 2022 (English), 19 pages. Read online or download the free PDF.

- Page: https://www.hlayiso.com/library/physical-sciences-p1-may-june-2022-eng/a0636cc5-92fc-4019-8183-50646fd5fba7
- Updated: 2026-09-27
- Subject: Physical Sciences
- Grade: Grade 12
- Document type: Question paper
- Year: 2022
- Exam period: NSC June Exam
- Paper: 1
- Curriculum: CAPS
- Pages: 19

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Physical Sciences · Grade 12 · NSC June Exam · 2022. Question paper, 19 pages. Read online or download the PDF.

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### Page 1

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             SENIOR CERTIFICATE EXAMINATIONS/
         NATIONAL SENIOR CERTIFICATE EXAMINATIONS

                       PHYSICAL SCIENCES: PHYSICS (P1)

                                         2022

                                                                       MARKS: 150

                                                                       TIME: 3 hours

              This question paper consists of 16 pages and 3 data sheets.

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Physical Sciences/P1                          2                                  DBE/2022
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INSTRUCTIONS AND INFORMATION

1.        Write your centre number and examination number in the appropriate spaces
          in the ANSWER BOOK.

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

3.        Start EACH question on a NEW page in the ANSWER BOOK.

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

5.        Leave ONE line between two 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.        Show ALL formulae and substitutions in ALL calculations.

9.        Round off your FINAL numerical answers to a minimum of TWO decimal
          places.

10.       Give brief motivations, discussions, etc. where required.

11.       You are advised to use the attached DATA SHEETS.

12.       Write neatly and legibly.

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QUESTION 1: MULTIPLE-CHOICE QUESTIONS

Various 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 E.

1.1       A bucket is at rest on a table.

          Which ONE of the following is the reaction force to the weight of the bucket,
          as described by Newton's Third Law?

          A     Force of the table on Earth

          B     Force of the bucket on Earth

          C     Force of the bucket on the table

          D     Force of the table on the bucket                                                  (2)

1.2       A ball is dropped from a small height above the ground.

          Ignore air resistance.

          The following pairs show physical quantities associated with the ball while it is
          falling to the ground.

          In which ONE of these pairs will BOTH quantities change while the ball is
          falling?

          A     Mechanical energy and weight

          B     Kinetic energy and momentum

          C     Gravitational acceleration and kinetic energy

          D     Gravitational potential energy and gravitational force                            (2)

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1.3       A ball is dropped from height h and strikes the floor with momentum p.

          Ignore air resistance.

          The ball is NOW dropped from height 2h.

                                            2h
                                     h

          Which ONE of the following represents the momentum with which the ball
          NOW strikes the floor?

          A     p

          B          2p

          C     2 p

          D     2p                                                                             (2)

1.4     Object X exerts a gravitational force F on object Y when the distance between
        the centres of the objects is r.

        The distance r is now DOUBLED.

        Which ONE of the following represents the gravitational force that X now exerts
        on Y?

                 1
          A        F
                 4

                 1
          B        F
                 2

          C     2F

          D     4F                                                                             (2)

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1.5       A force F moves an object P from point X to point Y along two different paths,
          1 and 2, as shown below.

                                     P
                                X
                                                1
                                         2

                                                      Y

          The work done by F in moving the object is the same for both paths. Which
          ONE of the following can be used to describe force F?

          A     Normal force

          B     Tension force

          C     Frictional force

          D     Gravitational force                                                               (2)

1.6       Which ONE of the following can be explained by the Doppler effect?

          A     A stethoscope is used to listen to a person's heartbeat.

          B     An echo is heard when sound waves are reflected off a cliff.

          C     The spectrum of light from an approaching star is shifted towards
                shorter wavelengths.

          D     Sound intensity decreases when the sound source moves away from
                a stationary listener.                                                            (2)

1.7       Two oppositely charged point charges move towards each other.

          Which ONE of the following is CORRECT?

          The point charges move at …

          A     constant velocity.

          B     decreasing velocity.

          C     constant acceleration.

          D     increasing acceleration.                                                          (2)

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1.8       Which ONE of the following phrases describes the emf of a battery?

          A                     Energy supplied per unit time

          B                     Charge transferred per unit time

          C                     Current supplied per unit charge

          D                     Maximum energy supplied per unit charge                                        (2)

1.9       The graph below represents the output voltage versus time for an AC
          generator.

          Output voltage (V)
                               200

                                            0,02           0,04       0,06           0,08   Time (s)

                               -200

          The speed of rotation of the generator's coil is now DOUBLED.

          Which ONE of the combinations below shows the CORRECT new peak
          output voltage and the time for ONE rotation?

                                 PEAK OUTPUT VOLTAGE (V)            TIME FOR ONE ROTATION (S)
                A                             400                             0,02
                B                             200                             0,02
               C                              200                             0,04
               D                              100                             0,04                             (2)

1.10      A photon of light of energy 2X joules is shone onto a metal surface with work
          function X joules.

          Which ONE of the following represents the maximum kinetic energy (in joules)
          of the electron ejected from the metal by this photon?
          A                     Zero

                                 1
          B                        X
                                 2

          C                     X

          D                     2X                                                                             (2)
                                                                                                               [20]

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QUESTION 2 (Start on a new page.)

A man faces difficulty while swimming in a dam. During the rescue operation,
an inflated tube attached to a helicopter by a rope is dropped from the helicopter.

The man, of mass 70 kg, holds onto the inflated tube of mass 4 kg, while the helicopter
is flying horizontally at a CONSTANT speed. An average frictional force of 300 N is
exerted on the man-tube combination while they are dragged horizontally along the
surface of the water by the helicopter. The rope makes an angle of 50° with the surface
of the water, as shown in the diagram below.

Assume that the rope is inextensible and massless, and the water of the dam does not
flow.

                                               rope

                                                50°        man-tube combination

2.1       State Newton's First Law of Motion in words.                                         (2)
2.2       Draw a free-body diagram of the man-tube combination while they are being
          dragged.                                                                             (4)

2.3       Calculate the tension in the rope.                                                   (4)

2.4       How will the answer to QUESTION 2.3 change if the helicopter
          ACCELERATES while dragging the man? The frictional force and the angle
          between the rope and the surface of the water remain the same.
          Choose from INCREASES, DECREASES or NO CHANGE. Give a reason for
          the answer.                                                                          (2)

In another rescue operation, the inflated tube of mass 4 kg is dropped from the
stationary helicopter and it strikes the water at a speed of 16 m∙s-1. The tube sinks
vertically downwards into the water to a depth of 0,8 m and then rises to the surface.
The rope hangs loosely.

                                               rope

                                               inflated tube
                                 man

2.5       Calculate the magnitude of the average upward force exerted on the inflated
          tube while it is sinking. Assume that the average upward force is constant for
          the motion.                                                                          (5)
                                                                                               [17]

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QUESTION 3 (Start on a new page.)

A small disc, C, is thrown vertically upwards at a speed of 15 m∙s -1 from the edge of
the roof of a building of height 30 m. AFTER 0,5 s, a small ball B is shot vertically
upwards from the foot of the building at a speed of 40 m∙s-1 in order to hit disc C.

Ignore the effects of air resistance.

                                    15 m∙s-1
                                                 C

                                30 m

                                                40 m∙s-1

                                                 B

3.1       Explain the term projectile.                                                        (2)

3.2       Calculate the:

          3.2.1        Time taken by disc C to reach its maximum height                       (3)

          3.2.2        Maximum height above the ground reached by disc C                      (4)

3.3       Calculate the time from the moment that disc C was thrown upwards until
          the time ball B hits the disc.                                                      (6)

3.4       On the same set of axes, sketch graphs of velocity versus time for disk C
          and ball B from the moment that disc C was thrown upwards until
          ball B hits disc C.

          Label the graph for ball B as B and the graph for disc C as C.

          Clearly indicate the following on the graphs:

              The initial velocities of ball B and disc C
              The time at which ball B was shot upward
              The time at which disc C reaches its maximum height
              The time at which ball B hits disc C                                           (5)
                                                                                              [20]

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QUESTION 4 (Start on a new page.)

4.1       What is meant by an isolated system in physics?                                             (2)

During an experiment, a rocket of unknown mass is mounted on a toy cart of mass
20 kg. The cart-rocket combination moves at a constant speed of 2,5 m∙s-1 along a
horizontal floor.

At a certain instant, the rocket is fired horizontally in the direction of motion at a speed
of 30 m∙s-1. As a result, the cart slows down to a speed of 0,6 m∙s-1, as shown in the
diagram below.

Ignore frictional effects.

                 2,5 m∙s-1                                                         30 m∙s-1
                                                         0,6 m∙s-1

           Before rocket is fired                          After rocket is fired

4.2       Use relevant physics principles to explain why the firing of the rocket will slow
          down the cart.                                                                              (2)

4.3       Calculate the mass of the rocket at the instant the rocket was fired from the
          toy cart.                                                                                   (5)
                                                                                                      [9]

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QUESTION 5 (Start on a new page.)

Arrestor beds are used to help moving trucks to come to a stop when their brakes fail.

The driver of a 30 000 kg truck driving down a steep road drives onto an ASCENDING
arrestor bed inclined at 28° to the horizontal, as shown in the diagram below.

                                                         ascending arrestor bed

                       road                      A              28°

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

The truck with failed brakes passes point A at the beginning of the arrestor bed at a
speed of 33 m∙s-1. The average frictional force on the truck is 31 000 N while the truck
moves up the arrestor bed.

Ignore the rotational effects of the wheels.

5.2       Give a reason why the net work done on the truck, while moving on the
          arrestor bed, is negative.                                                              (1)

5.3       Use ENERGY PRINCIPLES to calculate the minimum length of the arrestor
          bed needed to bring the truck to a stop.                                                (5)

The diagram below shows the same truck entering a DESCENDING arrestor bed
inclined at 28° to the horizontal. The initial speed of the truck and the average frictional
force on the truck are 33 m∙s-1 and 31 000 N respectively.

                       road
                                                     descending arrestor bed

                                                          28°

5.4       Which arrestor bed, ASCENDING or DESCENDING, will be able to stop the
          truck in a shorter distance?

          Explain the answer in terms of the forces acting on the truck.                          (3)
                                                                                                  [11]

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QUESTION 6 (Start on a new page.)

A car moves at a constant speed of 10 ms-1 TOWARDS a stationary sound source.
The sound source emits sound waves of frequency 880 Hz.

A sound detector A is attached to the car and another sound detector B is attached to
the sound source. Detector B detects the sound waves reflected from the car.

The speed of sound in air is 340 m∙s-1.

                                        B            10 m∙s-1 A

          sound source

6.1       State the Doppler effect in words.                                                 (2)

6.2       Calculate the wavelength of the sound waves emitted by the source.                 (3)

6.3       Calculate the frequency of the sound waves detected by detector A.                 (4)

The sketch graph below shows the frequency recorded by detector A.

                       Frequency (Hz)
                                                          A

                                                        Time (s)

6.4       Redraw the graph above for detector A in your ANSWER BOOK. On the
          same set of axes, sketch the graph of the frequency recorded by detector B.
          Label this graph as B.                                                             (2)
                                                                                             [11]

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QUESTION 7 (Start on a new page.)

7.1       Two small, identical spheres, P and T, are placed a distance of 0,1 m apart,
          as shown in the diagram below. P carries a charge of +3 x 10-6 C and T
          carries a charge of -3 x 10-6 C.

                             +3 x 10-6 C            P

                                                    0,1 m

                              -3 x 10-6 C           T

          7.1.1        State Coulomb's law in words.                                              (2)

          7.1.2        Draw the resultant electric field pattern due to the charges on P
                       and T.                                                                     (3)

          A third charged sphere S of unknown charge Qs is placed a distance of
          0,15 m from sphere T such that the three charged spheres are at the vertices
          of a right-angled triangle.

          The net electrostatic force on sphere T due to the other two charged spheres
          has a magnitude of 10 N, as shown in the diagram below.

                          +3 x 10-6 C       P

                                            0,1 m
                                                            10 N

                                                            0,15 m    Qs
                                 -6
                          -3 x 10 C                                        S
                                            T

          7.1.3        Is charge Qs POSITIVE or NEGATIVE?                                         (1)

          7.1.4        Calculate the number of electrons added to or removed from
                       sphere S to give it a charge of Qs.                                        (6)

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7.2       P is a variable point in the electric field of charged sphere A and r is the
          distance between point P and the centre of sphere A. See the diagram below.

                                                  r              P
                                      sphere A

          A learner determines the magnitude of the electric field (E) at point P for
          different values of r.

          Sphere A is then replaced by another sphere, B, of a different charge.
          Another set of results are obtained.

          The graphs below are obtained from the results for sphere A and sphere B.
          EA is the magnitude of the electric field at a distance of 0,04 m from the centre
          of charged sphere A.

                                                      sphere B

                         E (N·C-1)
                                                                      sphere A
                                     EA

                                                             1             1
                                     0                                        ( m 2 )
                                                           0,042          r 2

          Use the graphs to answer the following questions.

          7.2.1        State the proportionality between the magnitude of electric field E
                                      1
                       at a point and 2 .
                                     r                                                                (1)

          7.2.2        Calculate EA if the numerical value of the gradient of the graph for
                       sphere A is 680.                                                               (4)

          7.2.3        How does the magnitude of the charge on sphere B compare to
                       the magnitude of the charge on sphere A?

                       Choose from GREATER THAN, SMALLER THAN or EQUAL TO.
                       Give a reason for the answer.                                                  (3)
                                                                                                      [20]

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QUESTION 8 (Start on a new page.)

In the circuit below a battery of UNKNOWN emf and an internal resistance of
0,5 Ω is connected to two resistors of 4 Ω and 8 Ω each, and a resistor R of unknown
resistance.

Ignore the resistance of the connecting wires.

                                                      V2

                                              ε
                                                       0,5 Ω

                                         V1

                                        4Ω                        8Ω
                       
                         S
                       
                                                           R

8.1       The three external resistors are ohmic conductors.

          Explain the meaning of the term ohmic conductor.                                   (2)

8.2       When switch S is OPEN, voltmeter V1 reads 3,2 V.

          Calculate the:

          8.2.1         Current through the battery                                          (3)

          8.2.2         Emf of the battery                                                   (4)

8.3       When switch S is CLOSED, voltmeter V2 reads 8,8 V.

          8.3.1         Calculate the resistance of resistor R.                              (5)

          8.3.2         The battery becomes heated when voltmeter V2 is replaced by a
                        connecting wire. Explain this observation.                           (3)
                                                                                             [17]

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QUESTION 9 (Start on a new page.)

9.1       The simplified sketch of an electric motor is shown below.

                                                             pivot
                     magnet

                                 N                               S
                                                      coil

          commutator
                                                                     carbon brushes

          9.1.1        Write down the energy conversion that takes place in this motor.                  (1)

          9.1.2        Is the motor above an AC motor or a DC motor?                                     (1)

          9.1.3        What is the function of the commutator in this motor?                             (1)

9.2       A resistor Y is rated 220 V, 100 W and is connected to a 220 V AC source, as
          shown in the circuit below.
                                               220 V

                                                  Y

          9.2.1        Calculate the resistance of resistor Y.                                           (3)

          Another resistor Z with a rating 220 V, X W, is now connected in series to
          resistor Y and to the same AC source. See the diagram below.

                                                 220 V

                                          Y                  Z

          The power dissipated by resistor Y changes to 80 W, while its resistance
          remains constant.

          9.2.2        Calculate the power rating X of resistor Z, assuming that resistor Z
                       has constant resistance.                                                          (6)
                                                                                                         [12]

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QUESTION 10 (Start on a new page.)

10.1      The apparatus illustrated in the simplified diagram below is used to
          demonstrate the photoelectric effect.

                                          incident light

                                                 e-
                                  metal
                                  plate
                                                                               A

          10.1.1       Define the term photoelectric effect.                                  (2)

          Incident light of frequency 1,2 x 1015 Hz is shone onto the metal plate and
          electrons are emitted.

          Calculate the:

          10.1.2       Number of photoelectrons emitted in one second if the total
                       energy transferred by the light to the metal plate per second is
                       1,75 x 10-9 J                                                          (4)

          10.1.3       Maximum speed of a photoelectron if the threshold frequency of
                       the metal plate is 9,09 x 1014 Hz                                      (5)

10.2      Briefly explain how an emission spectrum is formed in terms of energy
          transitions.                                                                        (2)
                                                                                              [13]

                                                                               TOTAL:         150

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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 m·s-2
Swaartekragversnelling
Universal gravitational constant
                                         G           6,67 x 10-11 N·m2·kg-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 m·s-1
Spoed van lig in 'n vakuum
Planck's constant
                                          h             6,63 x 10-34 J·s
Planck se konstante
Coulomb's constant
                                          k           9,0 x 109 N·m2·C-2
Coulomb se konstante
Charge on electron
                                          e              -1,6 x 10-19 C
Lading op elektron
Electron mass
                                         me             9,11 x 10-31 kg
Elektronmassa

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TABLE 2: FORMULAE/TABEL 2: FORMULES

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

FORCE/KRAG

Fnet  ma                                                 p  mv
fs max = μsN                                              fk = μkN
Fnet Δt = Δp
Δp = mv f - mvi                                           w  mg

         m1m 2                                m1m 2                 M                          M
F=G                    or/of          F=G                 g G                or/of        g G 2
          d2                                   r2                   d2                         r

WORK, ENERGY AND POWER/ARBEID, ENERGIE EN DRYWING

W = FΔx cos                                              U  mgh              or/of       EP  mgh

                                                          Wnet  K            or/of       Wnet  Ek
   1                                      1
K  mv2                or/of          Ek  mv2
   2                                      2
                                                          K  K f  K i       or/of       Ek  Ekf  Eki
                                                               W
Wnc  K  U or/of Wnc  Ek  Ep                       P
                                                               t
Pave = Fvave       /   Pgemid = Fvgemid

WAVES, SOUND AND LIGHT/GOLWE, KLANK EN LIG

                                                               1
vf                                                      T
                                                               f
       v  vL                         v  vL
fL           fs   or/of       fL           fb                                       hc
       v  vs                         v  vb              E  hf         or /of E 
                                                                                      
E = W0 + Ek(max) or E = W0 + K max where
                                           1                1
E  hf and W0  hf0              and Ek (max)  2
                                             mvmax / K max  mvmax
                                                               2

                                           2                2
E  W0  Ek(maks)       of E  W0  K maks waar
                                                      1                  1
E  hf en W0  hf0             en Ek(maks )              2
                                                        mvmaks / K maks  mvmaks
                                                                            2
                                                      2                  2

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Physical Sciences/P1                                      3                                                 DBE/2022
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ELECTROSTATICS/ELEKTROSTATIKA

     kQ1Q 2                                                 kQ
F                                                     E
       r2                                                   r2

      W                                                     F
V                                                     E
      q                                                     q
      Q                            Q
 n=               or/of       n=
      e                            qe

ELECTRIC CIRCUITS/ELEKTRIESE STROOMBANE

                                                       emf ( ε ) = I(R + r)
      V
R
      I                                                emk ( ε ) = I(R + r)

Rs  R1  R2  ...
 1    1    1                                           q  It
             .. .
Rp R1 R 2

W = Vq                                                      W
                                                       P
                                                            Δt
W = VI  t
                                                       P = VI
W = I2R  t
                                                       P  I 2R
      V Δt2
W=                                                          V2
       R                                               P
                                                            R

ALTERNATING CURRENT/WISSELSTROOM

                                                       Pave  Vrms Irms       /   Pgemiddeld  Vwgk I wgk
          Imax                                I maks
Irms                     /         I wgk 
              2                                  2                                Pgemiddeld  I 2wgkR
                                                       Pave  Irms
                                                               2
                                                                   R      /
          Vmax                              Vmaks
Vrms                     /        Vwgk                        2
                                                              Vrms
                                                                                                  2
                                                                                                 Vwgk
              2                                2       Pave              /       Pgemiddeld 
                                                               R                                  R

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