# Physical Sciences Grade 12 Limpopo Prelim 2024 Memo

> Grade 12 Physical Sciences memorandum from the Limpopo Prelim Exam 2024, 16 pages. Read online or download the free PDF.

- Page: https://www.hlayiso.com/library/physicalsciencesp1memo202409/2df02342-8686-4674-a0aa-9ab6f9eb6e35
- Updated: 2026-09-27
- Subject: Physical Sciences
- Grade: Grade 12
- Document type: Memorandum
- Year: 2024
- Exam period: Limpopo Prelim Exam
- Curriculum: CAPS
- Pages: 16

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Physical Sciences · Grade 12 · Limpopo Prelim Exam · 2024. Memorandum, 16 pages. Read online or download the PDF.

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### Page 1

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                           NATIONAL SENIOR CERTIFICATE

                          NASIONALE SENIOR SERTIFIKAAT

                                   GRADE 12/GRAAD 12

                 PHYSICAL SCIENCES: PHYSICS (P1) FISIESE
                       WETENSKAPPE: FISIKA (P1)

                                  SEPTEMBER 2024
                   MARKING GUIDELINES/ NASIENRIGLYNE
                               MARKING GUIDELINES

MARKS/PUNTE: 150
These marking guidelines consist of 14 pages./
Hierdie nasienriglyne bestaan uit 14 bladsye.

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QUESTION 1/ VRAAG 1
1.1 D                                                                                 (2)

1.2   A                                                                               (2)

1.3   D                                                                               (2)

1.4   D                                                                               (2)

1.5   C                                                                               (2)

1.6   A                                                                               (2)

1.7   C                                                                               (2)

1.8   A                                                                               (2)

1.9   B                                                                               (2)

1.10 B                                                                                (2)
                                                                                        [20]

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QUESTION 2/ VRAAG 2
2.1.1  It is a ratio of the magnitude of two forces.                                         (1)
       Dit is 'n verhouding van die grootte van twee kragte.

2.1.2        A body will remain in its state of rest or motion at constant velocity unless a
             non-zero resultant/net force acts on it.                                     (2)
             'n Liggaam sal in sy toestand van rus of beweging teen ‘n konstante snelheid
             volhard, tensy 'n nie-nul resulterende/netto krag daarop inwerk

2.1.3                                     Accepted labels
                                          N Normal force/ FN/Fsurface on crate
         N                                     Normaal krag/FN /F oppervlakte op krat
                                          Fk Frictional force /kinetic frictional force/f
                                               Wrywingskrag /kinetiese wrywingskrag/f
                                          FA Applied force/Fapplied/F
                 ●                  FA         Toegepaste krag/Ftoegepas/F
                                          w Fg/mg/weight/gravitational force/
    fk                                         FEarth on crate/3333,2 N
                                               Fg/mg/gewig/gravitasiekrag/
                   w
                                               Faarde op krat/3333,2 N
              Notes/Aantekeninge:
                  Mark is awarded for label and arrow/
                    Punt word toegeken vir benoeming en pyl.
                  Do not penalize for length of arrows/
                    Moenie penaliseer vir lengte van pyle nie
                  Deduct 1 mark for any additional force/
                    Trek 1 punt af vir enige bykomende krag                                    (4)
                  If force(s) do not make contact with dot/body: 3/4/
                    Indien krag(te) nie kontak maak met kol/voorwerp nie:
                    3/4
                  If arrows missing: 3/4 /As pyle ontbreek: 3/4

2.1.4         fk = kN
                                          Any one/ Enige een 
              fk = k (mgcos + FAsin)
               = 0,25[(34)(9,8)(cos25)+Fsin25°]
               = 75,495 + 106ꞏF
                                                                                               (3)

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2.1.5                         Fnet = 0 ACCEPT: Fnet = ma      Any one/ Enige een 
          Fcos25° – fk – mgsin25° = 0
          Fcos25° – 75,495 – 0,106ꞏF – (34)(9,8)(sin25°) = 0
                 F(0,800307787) = 216,3114048
                                 F = 270,2853 N                                                         (3)

2.2       OPTION 1/OPSIE 1                                  OPTION 2/OPSIE 1

          Fnet = Fg                                         Fnet = Fg
                   GmM                                             GmM
          ma =                                              ma =
                    r2                                              r2
                   GM                                              GM
                a = r2                                        a=
                                                                    r2
                                  -11             24
                     (6,67 x 10         )(5,98 x 10 )               (6,67 x 10-11 )(5,98 x 1024 )
                a=                                 2          a=                                2   
                     (6,38 x 106 + 1000 x 103 )                     (6,38 x 106 + 1000 x 103 )
          a = 7,32 mꞏs-1 towards the Earth/                     a = 7,32 mꞏs-1 towards the Earth.
          .              na die Aarde toe.                                     na die Aarde toe
          aE/A       9,8
                 = 7,32                                    w1000 km = mg
           as
                 = 1,338797814                               3 600 = m(7,32)
                                                                  m = 491, 80 kg
          wE/A = (3 600)( 1,338797814)
               = 4819,67 N downwards                       wE/A = mg
                             afwaarts                            =(491,80)(9,8)
                                                                 = 4819,67 N downwards                  (4)
                                                                               afwaarts
                                                                                                         [17]

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QUESTION 3/ VRAAG 3

3.1      Motion during which the only force acting on an object is the gravitational
         force.                                                                    (2)
         Beweging waartydens die enigste krag wat op 'n voorwerp inwerk, die
         gravitasiekrag is.

3.2      9,8 mꞏs-2 downwards/afwaarts                                                     (2)

3.3       UPWARDS AS POSITIVE DIRECTION              DOWNWARDS AS POSITIVE
          OPWAARTS AS POSITIEF                       AFWAARTS AS POSITIEF

          vf2 = vi2 + 2ay                           vf2 = vi2 + 2ay
              = (0)2 + 2(-9,8)(-20)                     = (0)2 + 2(+9,8)(+20) 
              = 392                                      = 392

          vf = -19,799 mꞏs-1 (-14√2 mꞏs-1)           vf = 19,799 mꞏs-1 (14√2 mꞏs-1)
              3                                          3
          vi = 4 (+14√2) = +14,8492 mꞏs-1           vi = 4 (-14√2)  = -14,8492 mꞏs-1

           v f  v i  a t                         v f  v i  a t 
           0 = 14,8492 + (-9,8)∆t                   0 = -14,8492 + (9,8)∆t
          ∆t = 1,51522449 s                          ∆t = 1,51522449 s                      (6)
          ∆tAB = 2(1,51522449)                      ∆tAB = 2(1,51522449) 
               = 3,03045 s                               = 3,03045 s

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3.4           POSITIVE MARKING FROM QUESTION 3.3
              POSITIEWE NASIEN VANAF VRAAG 3.3

              Upwards as the positive direction/Opwaarts as positief:

                                       14,8

          Velocity/Snelheid (mꞏs-1)
                                       5

                                              0                                
                                                         A                     P       Time/Tyd (s)

                                      -19,779

              Downwards as the positive direction/Afwaarts as positief:

          Velocity/Snelheid (mꞏs-
                                19,779

                                              0                                    
          1
                                                           A                       P     Time/Tyd (s)

           )
                                      -14,85

                         Marking Criteria/ Nasienkriteria                                      Marks/
                                                                                               Punte
                         Straight line graph from 0 to 12,799 or -19,799 mꞏs-1                 
                         Reguitlyngrafiek van 0 tot 12 799 of -19 799 mꞏs-1                              (3)
                         Times A and P correctly shown                                         
                         Tyd A en P korrek aangedui
                         Straight line graph starting from A (14,85 or -14,85 mꞏs-1) to P      
                         Reguitlyngrafiek begin by A (14,85 of -14,85 mꞏs-1) tot P
                                                                                                         [13]

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QUESTION 4/ VRAAG 4

4.1      The product of an object’s mass and its velocity.                                (2)
         Die produk van 'n voorwerp se massa en sy snelheid.

4.2       Upwards as positive/               Downwards as positive/
          Opwaarts as positief               Afwaarts as positief
           vf2 = vi2 + 2ay                  vf2 = vi2 + 2ay
          (0)2 = vi2 + 2(-9,8)(+13,7)       (0)2 = vi2 + 2(9,8)(-13,7) 
            vi2= 268,52                        vi2= 268,52
            vi = 16,39 mꞏs-1                   vi = 16,39 mꞏs-1
            vi = 16,39 mꞏs-1  (upwards)         vi = 16,39 mꞏs-1  (upwards)
                                (opwaarts)                          (opwaarts)              (3)

4.3      The total linear momentum of an isolated system remains constant (is
         conserved).                                                        (2)
         Die totale lineêre momentum van 'n geïsoleerde sisteem bly konstant
         (behoue).

4.4       Upwards as positive/                   Downwards as positive/
          Opwaarts as positief                   Afwaarts as positief
                ∑ p i = ∑ pf           Any one/        ∑ pi = ∑ pf
          (m + m)vi = m1V1f + m2V2f    Enige een (m + m)vi = m1V1f + m2V2f Any one/
                                                                            Enige een 
             (2m)vi = m1V1f + m2V2f                (2m)vi = m1V1f + m2V2f
          2m)(-9,2) = (m)(16,39) + mV2f        (2m)(9,2) = (m)(-16,39) + mV2f 
             (2)(-9,2) = 16,39 + V2f                 (2)(9,2) = 16,39 + V2f
                   V2f = -18,4 – 16,39                    V2f = 34,79 mꞏs-1
                   V2f = -34,79 mꞏs-1            The velocity is 34,79 mꞏs-1
          The velocity is 34,79 mꞏs-1           The magnitude of the velocity is
                                                            -1
          The magnitude of the velocity is 34,79 mꞏs /
          34,79 mꞏs-1/                           Die snelheid is 34,79mꞏs-1
          Die snelheid is 34,79mꞏs-1            Die grootte van die snelheid is
          Die grootte van die snelheid is        34,79 mꞏs-1
          34,79 mꞏs-1

                                                                                            (4)
                                                                                            [11]

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QUESTION 5/ VRAAG 5

5.1      Non – conservative Nie-konserwatief                                                  (1)

5.2      The rate at which work is done.
         Die tempo waarteen arbeid verrig word.

         OR/OF: The rate at which energy is expended/transferred./
         Die tempo waarteen energie verbruik/oorgedra word.                                     (2)

5.3       OPTION 1/OPSIE 1:

                                  W nc = ∆Ek + ∆Ep        Any one/ Enige een 
                    W engine/enjin+ W f = ∆Ek + ∆Ep
                                        1
          Wengine/enjin + fꞏ∆xꞏcos = 2m(vf2 − vi2 ) + mg(hf – hi)
                                                
          Wengine/enjin + (3,84x104)(480)(cos180°) = 2(6000)(112 – 
                                                       1
                                                                   02) + (6000)(9,8)(0 – 55)
                               W engine/enjin - 18432000 = 363000 – 3234000
                                               W engine/enjin = 15561000 J

                W
          P = ∆t
                15561000
            =              
                    86
            = 176829, 5455 W

          OPTION 2:

                                       W nc = ∆Ek + ∆Ep
                                                             Any one/ Enige een 
                                              1
          WN + W w + Wfk + W engine/enjin = 2m(vf2 − vi2 )
                                                               1
          0 + (mgsin)∆xꞏcos + fk∆xcos + W engine/enjin = 2m(vf2 − vi2 )
                      55                                                 1              
          (6000)(9,8)(480)(480)(cos0°)+(3,84x104)(480)(cos180°)+W engine = 2 (6000)(112–02)
          3234000 – 18432000 + W engine/enjin = 363000
                                 W engine/enjin = 15561000 J

                W
          P = ∆t
                15561000
            =              
                    86
            = 176829, 5455 W
                                                                                                (6)

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5.4
           fk = 0,35ꞏw
              = (0,35)(6000)(9,8)
              = 20580 N

                          W net = ∆Ek                Any one/ Enige een 
                                    1
                          =Wfk = 2m(vf2 − vi2 )
                                 1
          (20 580)∆xcos180°= 2 (6000)(11 – 02)
                                             2

                    (20 580)∆x = -363000
                            ∆x = 17,6385 m

          Therefore the bed will stop the truck since 17,6385 m  20 m/
          Daarom sal die bedding die vragmotor stop omdat                                   (4)
          17,6385 m  20 m
                                                                                            [13]

QUESTION 6/ VRAAG 6

6.1.1
           Marking criteria/Nasienkriteria
           If any of the underlined key words/phrases in the correct context is omitted
           deduct 1 mark.
           Indien enige van die onderstreepte sleutelwoorde/frases in die korrekte
           konteks weggelaat word, trek 1 punt af.
         The (apparent) change in frequency (or pitch) of the sound detected by a
         listener, because the sound source and the listener have different velocities
         relative to the medium of sound propagation.                                     (2)

          Die (skynbare) verandering in frekwensie (of toonhoogte) van die klank
         waargeneem deur 'n luisteraar, omdat die klankbron en die luisteraar
         verskillende snelhede relatief tot die medium waarin die klank voortgeplant
         word, het.
         OR/OF:

         An apparent change in observed/detected frequency/pitch/wavelength, as a
         result of the relative motion between a source and an observer (listener). 
         'n Skynbare verandering in waargenome/bespeurde
         frekwensie/toonhoogte/golflengte, as gevolg van die relatiewe beweging
         tussen 'n bron en 'n waarnemer (luisteraar)

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6.1.2                                       v±v
                                      fL = ( v ± vL )fs
                                                  s

                                               340
           fL (approaching/naderend) = (340 − 40,0)(320) 

                                    ……= 362,6667 Hz
                                                                                                   (4)

6.1.3
           v = f
          340 = (362,6667) 
             = 0,937 m                                                                           (3)

6.2
                       v±v
                fL = ( v ± vL )fs
                             s

                       340 − vL
          0,9 fs = (             )fs 
                         343

            308,7 = 343 – vL
                vL= 34,3 mꞏs-1

                 vf2 = vi2 + 2ax

          (34,3)2 = (0)2 + 2(2,81) x
                                                                                                   (5)
                  x = 209,34 m

                                                                                                   [14]

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QUESTION 7/ VRAAG 7

7.1.1    The electrostatic force experienced per unit positive charge placed at that
         point.                                                                                                 (2)
         Die elektrostatiese krag wat per eenheidpositiewe-lading by daardie punt
         geplaas, ondervind word.

7.1.2                          kQ1 Q2
                        F=        r2
                               (9 x 109 )Q1 Q2
          9 x 10-3  =             (0,02)2
                                                 
                               (9 x 109 )(2Q1 )(Q2 )
            9 x 10-3 =               (0,02)2

          Q2 = 1,414 x 10-8 C
          Q1 = 2(1,414 x 10-8 C)
             = 2,828 x 10-8 C
                KQ
          E = r2 

          Enet = EQ1 + EQ2

                     (9 x 109 )(2,828 x 10-8 )         (9 x 109 )(1,414 x 10-8 )
                =                                +                               
                               (0,04)2                         (0,02)2
                = 159075 + 31815
                = 477225 NꞏC-1  (EAST/OOS)                                                                       (7)

7.2.1    The magnitude of the electrostatic force exerted by one stationary point
         charge (Q1) on another stationary point charge (Q2) is directly proportional to
         the product of the magnitudes of the charges and inversely proportional to the
         square of the distance (r) between them.                                      (2)
         Die grootte van die elektrostatiese krag wat een puntlading (Q1) op 'n ander
         puntlading (Q2) uitgeoefen , is direk eweredig aan die produk van die groottes
         van die ladings en omgekeerd eweredig aan die kwadraat van die afstand (r)
         tussen hulle.

7.2.2           Q
          n=q
                 e
                -1,0 x 10-6
            =                  
                -1,6 x 10-19
            = 6,25 x 10-12 electrons/elektrone                                                                   (2)

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7.2.3                                      kQ1 Q2
                                      F=            
                                              r2
                                           (9 x 109 )Q1 Q2
                                 45,0 =                    2   
                                            (2,0 x 10-2 )
                                      2
          (45,0) (2,0 x 10-2 ) = (9 x 109)Q2
                             Q = 1,41421 x 10-6 C

          ∆Q =Qf – Qi
             = 1,41421 x 10-6 – 1,0 x 10-6
          ∆Q = 4,1421 x 10-6 C
                   Q
          n=q
                    e
                   Q
          n = e
                   4,142 x 10-6
               =                  
                   1,6 x 10-19
               = 2,59 x 1012 electrons/elektrone.
                                                                                                          (6)
                                                                                                          [19

QUESTION 8/ VRAAG 8

8.1      The maximum energy provided by a battery per unit charge passing through
         it.                                                                                            (2)
         Die maksimum energie wat 'n battery lewer per eenheidslading wat daardeur
         vloei.

8.2.1      V2 = 3V1 = 3V
          V10= 3V – V
              = 2V

          IR1 = I10

           V       2V
               = 10 
          R1

          R1 = 5
                                                                                                          (3)

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8.2.2      A1 = 2A2
          IR1 = A2  RP is the same/is dieselfde
           R2 = R1 + 10
              = 5 + 10
              = 15                                                                        (3)

8.3.1     V2 = 9V
               9V
          V1 = 3
             = 3V
          V10 = 9 – 3
                  = 6V                                                                     (3)

8.3.2          V
          IR2 = R
                9
             = 15
             = 0,60 A

          Itotal /totaal= 2(0,60) 
                        = 1,2 A
                        = I A1
                                                                                            (3)

8.3.3
          Vext = 9 + (1,2)(9) 
               = 19,8 V

            Vlost = 20,4 – 19,8
                  = 0,6 V
                    0,6
              R = 1,2
                 = 0,50 
                                                                                            (3)
                                                                                            [17]

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QUESTION 9/ VRAAG 9

9.1      AC (generator) the ends of the coil are attached to slip rings                   (2)
         WS (generator) die punte van die spoel is aan sleepringe geheg

9.2      From mechanical energy to electrical energy                                       (1)
         Van meganiese energie tot elektriese energie

9.3.1    Brushes/Borsels                                                                   (1)

9.3.2    They conduct current from the slip rings to the external circuit.                 (1)
         Hulle gelei stroom vanaf die sleepringe na die eksterne stroombaan

9.4      From X to Y/ Van X na Y                                                           (1)

9.5.1    O V                                                                               (1)

9.5.2    The rms current is the alternating current which dissipates/produces the same
         amount of energy as an equivalent direct current (DC).                      (2)
         Die wgk stroom is die wisselstroom wat dieselfde hoeveelheid energie
         verbruik /oordra as 'n ekwivalente gelykstroom (GS).

9.3                     Vmax/maks
          Vrms/wgk/ =               
                             √2

                        120
                    =
                        √2

                    = 60√2

          Pave/gem = Irms/wgkVrms/wgk

                  = (1,2)( 60√2)

                   = 101,8234 W
                                                                                            (4)
                                                                                            [13]

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Physical Sciences P1/Fisiese WetenskappeV1 15                  Limpopo DoE/September 2024
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QUESTION 10/ VRAAG 10

10.1     The process whereby electrons are ejected from a metal surface when light of
         suitable frequency is incident on that surface.                            (2)
         Die proses waardeur elektrone uit 'n metaaloppervlak vrygestel word
         wanneer lig van geskikte frekwensie invallend op die oppervlak is.

10.2.1   Intensity (of light) /Intensiteit (van lig)                                          (1)

10.2.2   Type of light/wavelength/frequency /Tipe lig/golflengte/frekwensie                   (1)

10.2.3   What is the relationship between the intensity of light and the current strength
         (of the cell)? 
         Wat is die verband tussen die intensiteit van lig en die stroomsterkte (van die
         sel)?

         OR/OF: How will the intensity of light influence the current strength of the          (2)
         cell? 
         Hoe sal die intensiteit van lig die stroomsterkte van die sel beïnvloed?

         OR/OF: What influence does the intensity of blue light have on the current
         strength (of a cell)? 
         Watter invloed het die intensiteit van blou lig op die stroomsterkte (van 'n
         sel)?

10.3     Greater intensity means/ Groter intensiteit beteken:

          More photons irradiate (strikes) the metal surface per unit time. 
           Meer fotone bestraal (slaan) die metaaloppervlak per tydseenheid.
                                                                                               (2)
          More photoelectrons are emitted/ejected/dislodge per unit time. 
           Meer foto-elektrone word per tydseenheid vrygestel.

          Higher rate of flow of electric charge.
           Hoër tempo van vloei van elektriese lading.

          .

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10.4      E = W  + Ek(max/maks)
          hf = W + Ek(max/maks) Any one/ Enige een 
          hc
               = W  + Ek(max/maks)
           

               (6,63 x 10-34 )(3 x 108 )
          =                                
                    (470 x 10-9 )
          = 2,35 x 10-19 J + Ek(max/maks)
                                      -19
           Ek(max/maks) = 1,882 x 10     J
                                                                                            (3)

10.5     When the frequency of the radiation is less than the threshold frequency of
         the metal no electrons are emitted. The energy is absorbed and causes the
         electrons within the metal to jump to higher energy levels. When they drop
         down again they emit energy in the form of light. 
         Wanneer die frekwensie van die straling minder is as die drempelfrekwensie
         van die metaal, word geen elektrone vrygestel nie. Die energie word
         geabsorbeer en veroorsaak dat die elektrone binne die metaal, na hoër
         energievlakke spring. Wanneer hulle weer afsak, straal hulle energie, in die
         vorm van lig uit.                                                                  (2)
                                                                                            [13]
                                                  GRAND TOTAL/GROOT TOTAAL:                 [150]

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