# Physical Sciences Grade 12 P1 Western Cape Mock 2020 Memo

> Grade 12 Physical Sciences Paper 1 memorandum from the Western Cape Mock Exam 2020, 16 pages. Read online or download the free PDF.

- Page: https://www.hlayiso.com/library/wc-2020-gr-12-sept-mced-physics-p1-common-cluster-exam-memorandum-2/b6743005-6dd1-403e-b52a-d4224e11cb5b
- Updated: 2026-09-27
- Subject: Physical Sciences
- Grade: Grade 12
- Document type: Memorandum
- Year: 2020
- Exam period: Western Cape Mock Exam
- Paper: 1
- Curriculum: CAPS
- Pages: 16

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## About this document

Physical Sciences · Grade 12 · Western Cape Mock Exam · 2020. Memorandum, 16 pages. Read online or download the PDF.

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Physical Sciences/P1NSCMCED/SEPT 2020

                     METRO CENTRAL EDUCATION DISTRICT

                                        GRADE 12

                     PHYSICAL SCIENCES PAPER 1 (PHYSICS)
           COMMON CLUSTER SEPT/OCT 2020 EXAMINATION
                     MEMORANDUM / MARKING GUIDELINES

MARKS:                150
TIME:                 3 hours

      This MEMORANDUM consists of 15 pages including the cover sheet

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QUESTION 1
1.1     A     ✓✓                                                                    (2)

1.2     A     ✓✓                                                                    (2)

1.3     D     ✓✓                                                                    (2)

1.4     B     ✓✓                                                                    (2)

1.5     C     ✓✓                                                                    (2)

1.6     D     ✓✓                                                                    (2)

1.7     D     ✓✓                                                                    (2)

1.8     B     ✓✓                                                                    (2)

1.9     A     ✓✓                                                                    (2)

1.10    C     ✓✓                                                                    (2)
                                                                                   [20]
QUESTION 2
2.1.1 When a resultant (net) force acts on an object, the object will accelerate in the
      direction of the force. This acceleration is directly proportional to the force ✓
      and inversely proportional to the mass of the object. ✓                  OR
        The net force acting on an object is equal to the rate of change of
        momentum ✓✓of the object (in the direction of the force). (2 or 0)          (2)

2.1.2

                                                                                    (5)
                                            OR
ACCEPT the labelled free-body diagram where the applied force is resolved into
horizontal and vertical components (Fax and Fay)

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2.1.3 For block A:
        N = Fg – Fay ✔ = (15)(9,8) - 120 sin300 ✔ = 147 - 60 = 87 N

        Ff = µN = (0,2)(87) ✔ = 17,4 N                 ✔
        (4)

2.1.4 Fax = F cos300 = 120 cos300 = 103,923 N
        Fnet = Fax + (T) + (Ff ) ✔

        (15)(2,08) ✔ = 103,923 - T - 17,4 ✔

        T = 55,32 N ✔                                                               (4)

2.2.1 Each object/body in the universe exerts a force of attraction on every
      other object/body. This force is directly proportional to the product of their
      masses ✔ and inversely proportional to square of the distance between
      their centres ✔                                                                (2)

                     #$%$&
2.2.2         𝐹=             ✓
                      '&

                  (6,67 X 10-11 )(5,98 X 1024 )(1200)
                =     (6,38 X 106 + 3,6 X 107 ) 2     ✓✓

                 =     266,49 N     ✓                                                (4)

2.2.3 EQUAL TO ✓                                                                    (1)
                                                                                   [22]

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QUESTION 3
3.1     Yes.✓
        Only force of gravity acts on the tennis ball ✓
        OR
        Weight is the only force acting on the tennis ball ✓                            (2)

                                        1
3.2.1               Δy     =     viΔt + 2 aΔt2           ✓
                                            1
                    - 21   =     vi(3,77) + 2 (-9,8)(3,77)2       ✓
                    vi     =     12,90 m·s-1 ✓                                          (3)

3.2.2 OPTION 1             POSITIVE MARKING FROM QUESTION 3.2.1
        From point of projection to maximum height X
                2                    2
        (a) v   f          =     v i + 2aΔy ✓
                    02     =     (12,9)2 + 2(-9,8)Δy          ✓

                    Δy     =         8,49 m
        (b) Max height           =       8,49 + 21 + 0,6 ✓ = 30,09 m ✓                  (4)

        OPTION 2                 POSITIVE MARKING FROM QUESTION 3.2.1
        From point of projection to maximum height X
        (a)         vf     =     vi + aΔt
                    0      =     12,9 + (-9,8)Δt
                    Δt     =     1,316 s                            ✔

                                        1
        (b)         Δy     =     viΔt + 2 aΔt2
                                                 1
                           =     (12,9)(1,316) + 2 (-9,8)(1,316)2       ✓
                           =     8,49 m
        (c)         Max height   =       8,49 + 21 + 0,6 ✓ = 30,09 m ✓                  (4)

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       OPTION 3             POSITIVE MARKING FROM QUESTION 3.2.1
       From point of projection to maximum height X
              vf     =      vi + aΔt
              0      =      12,9 + (-9,8)Δt
              Δt     =      1,316 s

                                                                     ✓

                             1
              Δy     =       2 (vi + vf)Δt

                             1
                     =       2 (12,9 + 0)(1,316)✓

                     =       8,49 m

       Max height    =      8,49 + 21 + 0,6 ✓ = 30,09 m ✓                        (4)

       OPTION 4             POSITIVE MARKING FROM QUESTION 3.2.1
              From point of projection to roof of car
                                           1
              (a)    Δy     =       viΔt + 2 aΔt2
                                                   1
                            =       (12,9)(3,77) + 2 (-9,8)(3,77)2       ✓
                            =        - 21,01 m = 21,01 m down

              (b)    Max height above ground = 21,01 + 0,6 = 21,61 m

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3.3                                             ✔             25% of 24,04 = 6,01 m·s-1
         75% of 24,04 = 18,03 m·s-1
         (speed of the tennis ball                            24,04 – 6,01 = 18,03 m·s-1
                                                OR            (speed of the tennis ball
         immediately after bouncing)                          immediately after bouncing)

              FnetΔt = Δp
              FnetΔt = m(vf – vi)              ✓         Any ONE

                     = 0,073[18,03 – (-24,04)] ✓

                     = 3,07 kg·m·s-1
                     = 3,07 N·s upwards ✓                                                   (4)

3.4
          Velocity    18,03 -------------------------------
           (m∙s-1)
                      12,90 -

                                                3,77 3,87                     Time (s)

                     -24,04 --------------------------

                                   Criteria for graph                            Marks
         Time taken to reach the roof of the car and                               ✔
         Time at which it leaves the roof of the car
         Velocities when thrown upwards,                                           ✔
         Velocity when it strikes the roof of the car                              ✔
         Velocity when it bounces off the roof of the car
         straight lines                                                            ✔
         Parallel lines                                                            ✔
                                                                                            (5)
                                                                                    [18]

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QUESTION 4

                                   mg (h f - hi )        mg (0 - hi )
                  DE P             1                     1                   2 ghi
                                     m(v 2f - vi2 )        m(v 2f - 0)          2
4.1    gradient = DEK ✔ =          2                =    2             ✔ = - vf            (2)

4.2    EK3    ✔                                                                            (1)

                                       2 ghi                                      2 ghi
                                          2                                          2
4.3           tan 1350      =        - vf                     Accept: tan 450 = - v f

                                       (2)(9,8)hi
                     -1     =        -    (2) 2          ✔

                     h      =        0,20 m          ✔                                     (2)

4.4    OPTION 1
                            Wg       =         -mg(hf – hi)      ✔

                            19,6     =         -m(9,8)(0 – 0,2)       ✔

                            m        =         10 kg ✔

       OPTION 2

                            Wnet     =          ΔEK
                                               1
                                                     2
                                               2 m( v f - vi )
                                                           2
                            Wg       =                                ✔

                                               1
                            19,6     =         2 m(22 – 02) ✔

                            m        =         9,8 kg ✔                                    (3)

4.5    POSITIVE MARKING FROM QUESTION 4.4

                            Ʃpi      =         Ʃpf                   ✓
              (mvi)1 + (mvi)2        =         (mvf)1 + (mvf)2

              (10)(2) + (2)(0)✓ =              (10)(vf1) + (2)(0,3) ✓

                            vf1      = 1,94 m·s-1 ; right/original direction of motion✓(4)
                                                                                      [12]

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QUESTION 5
5.1    Trial 2 ✔

       v2 cannot equal 0    ✔ or

       Net force must be equal to ZERO. OR
       Any other valid reason                                                        (2)

5.2                  Wnet   =            ΔEK

                                         1
              FnetΔxCosθ =               2 m(Δv2)     ✓
       Δv2 of an object increases with increasing net force acting on an object
       provided the mass of the object, the displacement and the angle between
       the displacement and the force are kept constant.      ✓                 (2)

5.3    The net/total work done✔ on an object is equal to the change in the object’s
       kinetic energy✔.     OR
       The work done on an object by a net force ✔ is equal to the change in the
       object’s kinetic energy. ✔                                                 (2)

5.4                  Wnet = ∆𝐸*
                                         1
              FnetΔxCosθ =               2 m(Δv2)     ✔

              In all case for this motion 𝜃 = 0-
                                %
              169,41Δx(1) =         (m + 30)(5,76)        ✔
                                &

                     Δx     = 0,017(m + 30) ---------------- (1)

                                    %
              442,91Δx(1) =           (m + 40)(13,69)         ✔          ✔
                                    &

                     Δx     =       0,01545 (m + 40) ------------- (2)

       (1) = (2): 0,017(m + 30)           =    0,01545 (m + 40) ✔

                                     M     =   69,68 kg       ✔                      (6)
                                                                                    [12]

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QUESTION 6
6.1    The apparent/observed (change in) frequency (or pitch) of the sound detected
       by a listener because the sound source and listener have different velocities
       relative to the medium of sound propagation. ✓✓       OR

       The change in the (observed) frequency when there is relative motion
       between the source and the observer. ✓✓                                        (2)
6.2
NB:     FL = 1,0625. FS
       1204,16 = 1,0625. FS
       FS = 1133,33 Hz
       OPTION 1
                                    v ± vL                                v
                     fL     =       v ± vs fs ✓     OR     fL       =   v - vs fs

                                     340 + 0
              1204,16 ✓     =      ( 340 - vs )(1133,33)        ✓

       1,0625(340 – vs)     =      340

                     vs     =      20 m.s-1         ✓
       OPTION 2

                                      v
                     fL     =       v - vs fs       ✓

                      fL              v
                      fs    =       v - vs

                                       340
              1,0625 ✓      =      ( 340 - vs ) ✓

                     vs     =      20 m.s-1         ✓                                 (4)

6.3    Waves in front of the moving source are compressed.
       The observed wavelength decreases            ✓

       For the same speed of sound,✓ a higher frequency or pitch will be
       observed.                                                                      (2)
6.4    Increases     ✓                                                                (1)
                                                                                      [9]

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QUESTION 7
7.1.1 The magnitude of the electrostatic force exerted by one point charge
      on another point charge is directly proportional to the product of the
      (magnitude of the) charges ✓ and inversely proportional to the square
      of the distance between them.      ✓

        OR
        The force of attraction or repulsion between two (point) charges is
        directly proportional to the product of the (point) charges ✓ and
        inversely proportional to the square of the distance between (them)
        their centres. ✓                                                    (2)

7.1.2

                     ✓                                             ✓                                  (2)

                                       ./0 /1
7.1.3                F        =            '1
                                                   ✓

                     Fnet     =        FPR + FSR
                                       23 × %-6 72%,9 × %-:6 7 /        23 × %-6 72& × %-:6 7 /
             -1,27 x 10-6 ✓ =                   (-,<)1
                                                                   ✓-          (-,&)1
                                                                                                  ✓

               -1,27 x 10-6 =          150 Q - 450 Q
                     Q        =        4,23 x 10-9 C ✓                                                (5)
7.2.1

        ✓ Correct shape. Lines must not cross and must touch sphere

        ✓ Correct direction                                                                           (2)
                             ./
7.2.2                𝐸 =     '1
                                  ✓

                            3×%-6 ×/
               3 x 107 =               ✓
                             (-,9)1

                     QA = 8,33 x 10-14 C ✓                                                            (3)

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                          ✔

                     ./        (3 >%-6 )(?,<< > %-:0@ )
7.2.3 (a) EAP =          1 =                                ✔ = 0,003 N·C-1 , left
                     '                   -,91

                     ./        (3 >%-6 )(%,A > %-:0@ )
       (b) EBP =         1 =                               ✔ = 0,0036 N·C-1 , right
                     '                  -,&1
       (c) Enet = EBP + EAP
                = 0,0036 – 0,003           ✔

                = 0,0006 N·C-1 ✔, right
       (5)
[19]

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QUESTION 8

8.1.1 emf ( ε ) = IRext + Ir ✓
      When the current increases, Ir (lost volts) increases          ✓

        emf ( ε ) is the same /constant        ✓

        ∴     IRext (terminal voltage/pd)( voltage of the load) decreases                     (3)
8.1.2 Group 2          ✓                                                                      (1)

8.1.3                        ∆C                               ∆C
              gradient = -         ü             gradient =          ✓
                             ∆D                                ∆D
                            EF%&                              EF%&
              gradient = - EF-         ü            gradient =           ✓
                                                               EF-
                                                             =-2Ω

                        = 2Ω           ü              -r = - 2 Ω
                                                      r = 2Ω ü

                                       (3)

8.2.1 The battery supplies 18 J of energy✔ per coulomb of charge ✔ OR

        The battery supplies 18 J ✔ per unit charge             ✔            OR

        18 J of work is done ✔ in moving 1 C of charge ✔ through the battery
OR
        ACCEPT:
        The potential difference of the battery in an open circuit is 18 V. ✓✓

        OR
        Maximum work done by the battery per unit charge is 18 J. ✓✓

        OR

        Maximum energy supplied by the battery per unit charge is 18 J. ✓✓
        (2)

8.2.2 (a)       VP     =      VR2      =       IR      ✓

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                     =      (1,2)(10)       ✓

                     =      12 V

       (b)    PR1    =      VI      ✓

              6      =      (12)IR1                 ✓

              IR1    =      0,5 A

       (c)    V2     =      IR
              3,8    =      (0,5 + 1,2)X ✓

              X      =      2,24 Ω                  ✓

       (6)

       ACCEPT OTHER OPTIONS!!!!!

8.2.3. (a)    INCREASES                     ✓

       (1)

       (b)    DECREASES             ✓                               (1)

[17]

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QUESTION 9

9.1.1 (Faraday’s Law) of Electromagnetic Induction             ✓

        (1)

9.1.2 Mechanical energy (kinetic) is converted to electrical energy       ✓

        (1)

9.1.3 Slip rings connected to brushes                ✓

        (1)

9.1.4

              ● Shape       ✓

              ● Max emf for A, C & E           and Zero emf for B & D ✓           (2)

9.2             Pave   =    VrmsIrms
                                                     ✓
                             V
                            ( max )( I rms )
                       =       2

                                35,36
                            (         )
                       =           2 ✓ (1, 22) ✓

                       =    30,50 W            ✓                                  (4)
                                                                                  [9]

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QUESTION 10
10.1.1        Photoelectric effect               ✔                                          (1)

10.1.2        UV light has a higher/greater frequency than the threshold
              frequency and energy to eject electrons from the zinc plate ✔
              while the frequency of white light is less than the threshold frequency
              and will not eject photo-electrons ✔                                  (2)

10.2.1        Work function is the minimum amount of energy required by a
              metal, before electron are ejected. ✔✔ [2 or 0]                               (2)

10.2.2                𝑊-       = ℎ𝑓- ✔

              3,36 × 10F%3 = 6,6 × 10F<E 𝑓- ✔

                            𝑓- = 5,09 × 10%E 𝐻𝑧          ✔                                  (3)

10.2.3                E        =       W0        +       Ekmax

                       hc
                       l       =       W0        +       Ekmax        ✔

               (6,63 X 10-34 )(3 X 108 )
                   (400 X 10-9 )         ✓       =       3,36 X 10-19 + Ekmax       ✔

                               Ekmax             =       1,6125 X 10-19 J   ✔              (4)
                                                                                          [12]
         ACCEPT OTHER OPTIONS!!!!!!

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