# Physical Sciences Grade 12 Paper 1 NSC June 2021 Memo

> Grade 12 Physical Sciences Paper 1 memorandum from the NSC June Exam 2021, 24 pages. Read online or download the free PDF.

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- Updated: 2026-10-29
- Subject: Physical Sciences
- Grade: Grade 12
- Document type: Memorandum
- Year: 2021
- Exam period: NSC June Exam
- Paper: 1
- Curriculum: CAPS
- Pages: 24

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### Page 1

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             SENIOR CERTIFICATE EXAMINATIONS/
         NATIONAL SENIOR CERTIFICATE EXAMINATIONS
               SENIORSERTIFIKAAT-EKSAMEN/
          NASIONALE SENIORSERTIFIKAAT-EKSAMEN

                        PHYSICAL SCIENCES: PHYSICS (P1)
                        FISIESE WETENSKAPPE: FISIKA (V1)

                                          2021

                      MARKING GUIDELINES/NASIENRIGLYNE

                                                                 MARKS/PUNTE: 150

                     These marking guidelines consist of 24 pages./
                      Hierdie nasienriglyne bestaan uit 24 bladsye.

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Physical Sciences P1/Fisiese Wetenskappe V1    2                                           DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

QUESTION 1/VRAAG 1

1.1       C                                                                                            (2)

1.2       A                                                                                            (2)

1.3       D                                                                                            (2)

1.4       D                                                                                            (2)

1.5       B                                                                                            (2)

1.6       B                                                                                            (2)

1.7       A                                                                                            (2)

1.8       C                                                                                            (2)

1.9       C                                                                                            (2)

1.10      C                                                                                            (2)
                                                                                                         [20]

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Physical Sciences P1/Fisiese Wetenskappe V1    3                                                     DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

QUESTION 2/VRAAG 2

2.1       NOTE/LET WEL
          -1 mark for each key word/phrase omitted in the correct context.
          -1 punt vir elke sleutel woord/frase in die korrekte konteks weggelaat.
          The word “resultant/net force” has to be mentioned at least once
          Die woord “resultante/netto krag” moet ten minste een keer genoem word
          When a (non-zero) resultant/net force acts on an object, the object will
          accelerate in the direction of the force with an acceleration that is directly
          proportional to the force  and inversely proportional to the mass of the
          object. 
          Wanneer 'n (nie-nul) resultante/netto krag op 'n voorwerp inwerk, sal die
          voorwerp in die rigting van die krag versnel teen 'n versnelling wat direk
          eweredig is aan die krag en omgekeerd eweredig aan die massa van die
          voorwerp.
          OR/OF
          The (non-zero) resultant/net force acting on an object is equal to the rate of
          change of momentum of the object in the direction of the resultant/net force.
          
          Die (nie-nul) resultante/netto krag wat op 'n voorwerp inwerk is gelyk aan die
          tempo van verandering van momentum van die voorwerp in die rigting van die
          resultante/netto krag.                                                                                 (2)

2.2                                                           ACCEPT/AANVAAR

                                    N                                                 N

                                                                  T

                                •
               T                                     F                                                    F
                                                                       f
                   f

                                    w                                                  w

          Accept the following symbols./Aanvaar die volgende simbole:
          N                    FN / Normal / Normaal / Normal force / Normaalkrag / 78,4 N
                                Ff / fk / fr / / Fw / frictional force/wrywingskrag/kinetic frictional force
          f
                                / kinetiese wrywingskrag
                                Fg,/ mg / weight / FEarth on block/ 78,4 N / gravitational force / gewig /
          w
                                Faarde op blok / gravitasiekrag/ gravity / gravitasie
          T                    Tension / Spanning / FT / Fs
          Fapplied/toegepas    F / FA / Fapp / Ftoeg / 29,6 N / Applied force / Toegepaste krag

          Notes/Aantekeninge
           Mark is awarded for label and arrow. /Punt word toegeken vir byskrif en pyltjie
           Do not penalise for length of arrows.
              Moenie vir die lengte van die pyltjies penaliseer nie.
           Deduct 1 mark for any additional force. /Trek 1 punt af vir enige addisionele
              krag.
           If force(s) do not make contact with body/dot /Indien krag(te) nie met die
              voorwerp / kolletjie kontak maak nie: Max./Maks: 4
                                                                           5
              If arrows missing/Indien pyltjies uitgelaat is: Max./Maks: 4
                                                                                  5                              (5)

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Physical Sciences P1/Fisiese Wetenskappe V1    4                                            DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

2.3       OPTION 1/OPSIE 1                      OPTION 2/OPSIE 2
          8 kg block/blok:                      2 kg block/blok:
          Fnet = ma          Any one/Enige een
                                                Fnet = ma        Any one/Enige een
          Fnet = 0                              Fnet = 0
          F – (f + T) = ma                      T–w=0
          29,6 – 10 – T = 0                    T = w = mg = (2)(9,8) 
          T = 19,6 N                           T = 19,6 N 
          OPTION 3/OPSIE 3
          Wnet = Ek 
          W w + W N + W F + W f + WT = 0
          0 + 0 + Fxcos + fxcos + Txcos = 0
          (29,6)cos0° + (10)cos180° + Tcos180° = 0 
          29,6 – 10 – T = 0
          T = 19,6 N 
          OPTION 4/OPSIE 4
          Wnc = ΔEp + ΔEk 
          WF + W f + W T = 0 + 0
          Fxcos + fxcos + Txcos = 0
          (29,6)cos0° + (10)cos180° + Tcos180° = 0 
          29,6 – 10 – T = 0
          T = 19,6 N                                                                                    (3)

2.4.1     8 kg block/blok                              Marking criteria/Nasienkriteria
          Fnet = ma                                     Appropriate formula /
                           Any one/Enige een
          F– (f + T) = ma                                Geskikte formule 
          50 – 10 – T = 8a                            Substitution for forces on 8 kg /
          40 – T = 8a                                    Vervanging van kragte op die 8 kg 
                                                        2a OR/OF 8a 
          2 kg block/blok                               Substitution of forces on 2 kg /
                                                         Vervanging van kragte op die 2 kg 
          Fnet = ma
                                                        Final answer/Finale antwoord
          T – mg = ma
                                                         2,04 m∙s-2 
          T – 2(9,8) = 2a

          40 – 19,6 = 10a
          20,4 = 10a
          a = 2,04 m∙s-2                                                                                (5)

2.4.2     POSITIVE MARKING FROM QUESTION 2.4.1
          POSITIEWE NASIEN VANAF VRAAG 2.4.1
          Substitute/Vervang a           Marking criteria/Nasienkriteria
          T – 2(9,8) = 2a                 Substitution of a/Vervanging van a 
          T – 19,6 = 2(2,04)             Final answer/Finale antwoord:
          T = 23,68 N                      23,68 N 
          OR/OF                          Notes/Aantekeninge
          40 – T = 8a                    If substitution into incorrect equation for
          T = 40 – 8(2,04)              T / Indien vervanging in verkeerde
          T = 23,68 N                   vergelyking vir T: Max/Maks 1
                                                                                        2                (2)
                                                                                                         [17]

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Physical Sciences P1/Fisiese Wetenskappe V1    5                                           DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

QUESTION 3/VRAAG 3

3.1       Weight / gravitational force / Gewig / Gravitasiekrag 

          Accept/Aanvaar:
          Gravity /Gravitasie                                                                            (1)

3.2       9,8 m∙s-2  downwards / afwaarts                                                              (2)

3.3       3 (m)                                                                                         (1)

3.4.1     OPTION 1/OPSIE 1
                                  y 2 - y1
          Gradient/Gradiënt =
                                  x 2 - x1
                                 0 - vi 
                      -9,8  =            
                                 1,02 - 0 
                           vi = 10 m∙s-1 (9,996)
          OPTION 2/OPSIE 2
          UPWARDS AS POSITIVE/                     DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                     AFWAARTS AS POSITIEF
          vf = vi + aΔt                           vf = vi + aΔt 
          0 = vi + (-9,8)(1,02)                   0 = vi + (9,8)(1,02) 
          vi = 10 m∙s-1(9,996)                    vi = -10
                                                   vi = 10 m∙s-1  (9,996)
          OPTION 3/OPSIE 3
          UPWARDS AS POSITIVE/                     DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                     AFWAARTS AS POSITIEF
          vf = vi + aΔt                           vf = vi + aΔt 
          -v = v + (-9,8)(2,04)                   v = -v + (9,8)(2,04) 
           v = 10 m∙s-1  (9,996)                  v = -10
                                                   v = 10 m∙s-1(9,996)
          OPTION 4/ OPSIE 4
          UPWARDS AS POSITIVE/                     DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                     AFWAARTS AS POSITIEF
          Δy = viΔt + ½ aΔt2                      Δy = viΔt + ½ aΔt2
          0 = vi(2,04)+ ½(-9,8)(2,04)2            0 = vi(2,04)+ ½(9,8)(2,04)2 
          vi = 10 m∙s-1  (9,996)                  vi = -10
                                                   vi = 10 m∙s-1(9,996)

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Physical Sciences P1/Fisiese Wetenskappe V1    6                                           DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

          OPTION 5/OPSIE 5
          UPWARDS POSITIVE/                        DOWNWARDS POSITIVE/
          OPWAARTS POSITIEF:                       AFWAARTS POSITIEF:
                v  vf                                 v  vf 
          Δy   i       Δt                       Δy   i       Δt
                2                                      2 
              v  0                                   v  0
              i    1,02                            i    1,02
               2                                       2 

          vf2 = vi2 + 2aΔy                        vf2 = vi2 + 2aΔy 
                             v  0                                 v  0
          02 = vi2 + 2(-9,8)  i    1,02       02 = vi2 + 2(9,8)  i    1,02 
                              2                                     2 
          vi = 10 m∙s-1  (9,996)                  vi = -10 m∙s-1
                                                   vi = 10 m∙s-1  (9,996)

          From maximum height to projection point/
          Vanaf maksimum hoogte tot punt van projeksie:
          OPTION 6/OPSIE 6
          UPWARDS POSITIVE/               DOWNWARDS AS POSITIVE/
          OPWAARTS POSITIEF               AFWAARTS POSITIEF
          vf = vi + aΔt                  vf = vi + aΔt 
          vf = 0 + (-9,8)(1,02)           vf = 0 + (9,8)(1,02) 
                       -1
          vf = 10 m·s                     vf = 10 m·s-1
          vi = 10 m·s-1                  vi = 10 m·s-1 
          OPTION 7/OPSIE 7                         OPTION 8/OPSIE 8
          (Ep + Ek)top/bo =(Ep + Ek)bottom/onder  Wnet = Ek 
          mgh + 0 = 0 + ½ mv2                      Fnetycosθ = ½ m(vf2 – vi2)
                                 2
          (9,8)(5,09796) = ½ v                    maycosθ= ½ m(vf2 – vi2)
                                   2
          (2) (9,8)(5,09796) = v                   (0,06)(9,8)(5,09796)= ½ (0,06)(vf2 -02)
                      -1
          vi = 10 ms  (9,996)                    vi = 10 ms-1  (9,996)
          OPTION 9/OPSIE 9
          Wnc = ΔEp + ΔEk 
          0 = mg(hf – hi) + ½ m(vf2 – vi2)
           0 = (0,06)(9,8)(hf – 0) + ½ (0,06)(02 – vi2) 
          vi = 10 ms-1  (9,996)
          OPTION 10/OPSIE 10
          FnetΔt = mΔv 
           (0,06)(-9,8)(1,02) = (0,06)(0 - vi) 
          vi = 10 ms-1  (9,996)                                                                        (3)

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Physical Sciences P1/Fisiese Wetenskappe V1    7                                           DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

3.4.2     POSITIVE MARKING FROM QUESTION 3.4.1 /
          POSITIEWE NASIEN VANAF VRAAG 3.4.1
          Marking criteria OPTIONS 1-5/Nasienkriteria OPSIES 1-5
             Appropriate formula / Geskikte formule
             Substitution / Vervanging 
             Adding answer to 3/Tel 3 by antwoord 
           Final answer/ Finale antwoord 8,1 m  (8,098 – 8,102)
          OPTION 1/ OPSIE 1
          UPWARDS AS POSITIVE/                     DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                     AFWAARTS AS POSITIEF
          vf2 = vi2 + 2aΔy                        vf2 = vi2 + 2aΔy 
          02 = (10)2 + 2(-9,8)Δy                  02 = (-10)2 + 2(9,8) Δy 
          Δy = -5,1 m (-5,102)                     Δy = 5,1 m (5,102)

          h = 5,1 + 3                             h   = 5,1 + 3 
             = 8,1 m (8,102)                          = 8,1 m(8,102)
          OPTION 2/ OPSIE 2
          UPWARDS AS POSITIVE/                     DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                     AFWAARTS AS POSITIEF
          Δy = viΔt + ½ aΔt2                      Δy = viΔt + ½ aΔt2
             = (10)(1,02) + ½ (-9,8)(1,02)2          = (-10)(1,02) + ½ (9,8)(1,02)2 
          Δy = 5,1 m (5,102)                       Δy = -5,1 m (-5,102)

          h = 5,1 + 3                             h = 5,1 + 3 
            = 8,1 m (8,102)                         = 8,1 m (8,102)
          OPTION 3/OPSIE 3
          UPWARDS POSITIVE/                        DOWNWARDS POSITIVE/
          OPWAARTS POSITIEF:                       AFWAARTS POSITIEF:
                v  vf                                 v  vf 
          Δy   i       Δt                      Δy   i       Δt 
                2                                      2 
                0  10                                 0  10 
                       1,02                               1,02 
                2                                      2 
          Δy = -5,1 m                              Δy = 5,1 m

          h = 5,1 + 3                             h = 5,1 + 3 
            = 8,1 m                                 = 8,1 m 
          OPTION 4/ OPSIE 4
          UPWARDS AS POSITIVE/                     DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                     AFWAARTS AS POSITIEF
          Δy = viΔt + ½ aΔt2                      Δy = viΔt + ½ aΔt2 
             = 0 + ½ (-9,8)(1,02)2                   = 0 + ½ (9,8)(1,02)2 
          Δy = -5,1 m (-5,098)                     Δy = 5,1 m (5,098)

          h   = 5,1 + 3                           h   = 5,1 + 3 
              = 8,1 m  (8,098)                        = 8,1 m  (8,098)

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Physical Sciences P1/Fisiese Wetenskappe V1    8                                           DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

          OPTION 5/OPSIE 5
          Wnet = ΔEk                     Any one/Enige een
          wΔycos180° = ½m( v 2f  v i2 )
          (0,06)(9,8)(Δy)cos180° = ½(0,06)(0 - 102) 
           Δy = 5,1 m

           h = 5,1 + 3 
              = 8,1 m 
          OPTION 6/ OPSIE 6
          (Emech) 3 m(ref/verw) = (Emech)Top/Bo
          (EP +EK) 3 m(ref/verw) = (EP +EK)Top/Bo              Any one/Enige een
          (mgh + ½ mv2)3 m (ref/verw) = (mgh + ½ mv2)Top/Bo
          (0) + ½(0,06)(10)2 = (0,06)(9,8)(h) + 0 
          h = 5,1 m
          h = 5,1 m

          h = 5,1 + 3 
            = 8,1 m 
          Marking criteria OPTIONS 7 to 9/Nasienkriteria OPSIES 7 tot 9
           Appropriate formula / Geskikte formule
           Substitution / Vervanging 
           Final answer/ Finale antwoord: 8,1 m 
          OPTION 7/ OPSIE 7
          UPWARDS AS POSITIVE/                        DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                        AFWAARTS AS POSITIEF
          Δy = viΔt + ½ aΔt2                         Δy = viΔt + ½ aΔt2 
          -3 = 10 Δt + ½ (-9,8)Δt2                   +3 = -10 Δt + ½ (9,8)Δt2 
           Δt = 2,31 s (2,306)                        Δt = 2,31 s (2,306)

          Δy = viΔt + ½ aΔt2                          Δy = viΔt + ½ aΔt2
             = 0 + ½ (-9,8)(2,31 - 1,02)2               = 0 + ½ (9,8)(2,31 - 1,02)2 
          Δy = - 8,15 m (8,1)                         Δy = 8,15 m (8,1)
          h = 8,15 m (8,1)                           h = 8,15 m (8,1) 
          OPTION 8/ OPSIE 8
          (Emech) 3 m (ref/verw) = (Emech)Top/Bo
          (EP +EK) 3 m(ref/verw) = (EP +EK)Top/Bo         Any one/Enige een
          (mgh + ½ mv2)3 m(ref/verw) = (mgh + ½ mv2)Top/Bo
          (0,06)(9,8)(3) + ½(0,06)(10)2  = (0,06)(9,8)(h) + 0 
          h = 8,1 m 
          OPTION 9/OPSIE 9
          Wnc = ΔEp + ΔEk                       Any one/Enige een
          0 = mg(hf - hi)+ ½m(vf2 – vi2)
          0 = (0,06)(9,8)(hf - 3)  + ½(0,06)(0 – 102) 
          h = 8,1 m 

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Physical Sciences P1/Fisiese Wetenskappe V1    9                                           DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

          Marking criteria Options 10 to 11/Nasienkriteria Opsies 10 tot 11
             Formula / Formule
             Substitution to calculate vf/ Vervanging om vf te bereken
             Substitution to calculate Δy/ Vervanging om Δy te bereken
             Final answer / Finale antwoord: 8,1 m 
          OPTION 10/OPSIE 10
          UPWARDS AS POSITIVE/                        DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                        AFWAARTS AS POSITIEF
          MAXIMUM HEIGHT TO GROUND/                   MAXIMUM HEIGHT TO GROUND/
          MAKSIMUM HOOGTE TOT GROND                   MAKSIMUM HOOGTE TOT GROND
          vf2 = vi2 + 2aΔy                           vf2 = vi2 + 2aΔy 
              = (10)2 + 2(-9,8)(-3)                      = (-10)2 + 2(9,8)(3) 
          vf = - 12,60                                vf = 12,60 m∙s-1(12,62)
          vf = 12,6 m∙s-1 (12,62)
                                                      vf2 = vi2 + 2aΔy
           2     2
          vf = vi + 2aΔy                              (12,60)2 = (0)2 + 2(9,8) Δy 
          (-12,60)2 = (0)2 + 2(-9,8)Δy               Δy = 8,1 m (8,102 - 8,103)
          Δy = - 8,1 m
          Δy = 8,1 m (8,102 - 8,103)
          OPTION 11/OPSIE 11
          UPWARDS AS POSITIVE/                        DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                        AFWAARTS AS POSITIEF
          FROM BALCONY TO GROUND/                     FROM BALCONY TO GROUND/
          VANAF BALKON TOT GROND                      VANAF BALKON TOT GROND
          vf2 = vi2 + 2aΔy                           vf2 = vi2 + 2aΔy 
              = (-10)2 + 2(-9,8)(-3)                     = (10)2 + 2(9,8)(3) 
          vf = - 12,60                                vf = 12,6 m∙s-1
          vf = 12,6 m∙s-1
                                                          v f  v i  at
               v f  v i  at                        12,60 = 0 + (9,8)Δt
          -12,60 = 0 + (-9,8)Δt                       Δt = 1,29 s (1,286)
          Δt = 1,29 s (1,286)
                                                      Δy = viΔt + ½ aΔt2
                             2
          Δy = viΔt + ½ aΔt                              = 0 + ½ (9,8)(1,29)2 
             = 0 + ½ (-9,8)( 1,29)2                  Δy = 8,1 m (8,098)
          Δy = -8,1 m (-8,098)                        h1 = 8,1 m  (8,098 – 8,102)
          h1 = 8,1 m  (8,098 – 8,102)
          OPTION 12/OPSIE 12
          Displacement = Area between the graph and the t-axis
          Verplasing = Area tussen die grafiek en die t-as
                        = Area of a triangle/Area van „n driehoek        
                        = ½ bh
                        = ½ (1,02)(9,996) 
                        = 5,09796 m
          Height h/Hoogte h = 3 + 5,09796 
                              = 8,09796 m (8,09796 – 8,102)                                             (4)

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Physical Sciences P1/Fisiese Wetenskappe V1    10                                          DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

3.5      POSITIVE MARKING FROM QUESTIONS 3.4.1 and 3.4.2
         POSITIEWE NASIEN VANAF VRAE 3.4.1 en 3.4.2
         Marking criteria/Nasienkriteria
         Calculation of / Berekening van 10,78 m∙s-1 or/of 12,60 m∙s-1 or/of 5,93 m:
          Any suitable formula/Enige geskikte formule
          Any correct substitution/Enige korrekte vervanging
         W calculation/berekening:
          Formula/Formule 
          Difference in calculated velocities/height/Verskil in berekende snelhede/hoogtes
          Correct substitution/Korrekte vervanging
          Final answer/Finale antwoord: -1,28 J 
         OPTION 1/OPSIE 1
         When ball is on ground/Wanneer bal op grond is:
         Work done by the floor = change in Ek (ΔEp = 0)
         Arbeid verrig deur vloer = verandering in Ek (ΔEp = 0)
         UPWARDS AS POSITIVE/
         OPWAARTS AS POSITIEF
         vf = vi + at 
         0 = vi + (-9,8)(1,1) 
         vi = 10,78 m∙s-1

         vf2 = vi2 + 2aΔy                           W net = ΔEk      Any one/Enige een
             = (10)2 + 2(-9,8)(-3)                  W nc = ΔEp + ΔEk
         vf = - 12,60                                                         
         vf = 12,6 m∙s-1 (12,62)                         = 0 + ½(0,06)(10,782 – 12,602) 
         OR
         vf2 = vi2 + 2aΔy                                = -1,28 J  (-1,2785)
             = (0)2 + 2(-9,8)(-8,1)
         vf = - 12,60
         vf = 12,6 m∙s-1 (12,62)
         DOWNWARDS AS POSITIVE/
         AFWAARTS AS POSITIEF
         vf = vi + at 
         0 = vi + (9,8)(1,1) 
         vi = -10,78
         vi = 10,78 m∙s-1

         vf2 = vi2 + 2aΔy
             = (-10)2 + 2(9,8)(3)
         vf = 12,60 m∙s-1 (12,62)

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Physical Sciences P1/Fisiese Wetenskappe V1    11                                          DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

         OPTION 2/OPSIE 2
         Comparing differences in heights/vergelyk verskil in hoogtes:
         Work done by the floor = change in Ek (ΔEp = 0)
         Arbeid verrig deur vloer = verandering in Ek (ΔEp = 0)
         UPWARDS AS POSITIVE
         OPWAARTS AS POSITIEF                        Wnc = ΔEp + ΔEk 
         Δy = viΔt + ½ aΔt2                             = mg(hf - hi)+ ½m(vf2 – vi2)
            = 0 +½(-9,8)(1,1)2 
            = -5,93 m                                   = (0,06)(9,8)(5,93 –8,10) + 0 
         Δy = 5,93 m (5,929)
         DOWNWARDS AS POSITIVE                           = - 1,28 J 
         AFWAARTS AS POSITIEF
         Δy = viΔt + ½ aΔt2 
            = 0 + ½(9,8)(1,1)2 
            = -5,93 m
         Δy = 5,93 m
         OPTION 3/OPSIE 3
         Comparing differences in heights/vergelyk verskil in hoogtes:
         Work done by floor/arbeid verrig deur vloer = Change/Verandering in Ep
         UPWARDS AS POSITIVE
         OPWAARTS AS POSITIEF
          vf = vi + at
          0 = vi + (-9,8)(1,1)
          vi = 10,78 m∙s-1
                 v  vf 
          Δy   i         Δt 
                 2 
                10,78  0 
                          1,1 
                    2     
          Δy = 5,93 m
          OR/OF
          vf2 = vi2 + 2aΔy 
           0 = (10,78)2 + 2(-9,8) Δy                Wnc = ΔEp + ΔEk
          Δy = 5,93 m                                    = mg(hf - hi)+ ½m(vf2 – vi2)
          DOWNWARDS AS POSITIVE
          AFWAARTS AS POSITIEF                            = (0,06)(9,8)(5,93 –8,10) + 0 
          vf = vi + at
          0 = vi + (9,8)(1,1)                             = - 1,28 J 
          vi = -10,78
          vi = 10,78 m∙s-1
                  v  vf 
          Δy   i         Δt 
                  2 
                 10,78  0 
                            1,1 
                     2      
          Δy = -5,93 m
          OR/OF
          vf2 = vi2 + 2aΔy 
          0 = (-10,78)2 + 2(9,8) Δy
          Δy = -5,93 m
          Δy = 5,93 m                                                                                    (6)
                                                                                                         [17]
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Physical Sciences P1/Fisiese Wetenskappe V1    12                                                             DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

QUESTION 4/VRAAG 4

4.1       NOTE: -1 mark for each key word/phrase omitted in the correct context.
          LET WEL: -1 punt vir elke sleutelwoord/frase weggelaat in die korrekte konteks.
          The total (linear) momentum of an isolated/closed system remains constant
          (is conserved).
          Die totale (liniêre) momentum in „n geϊsoleerde/ geslote sisteem bly konstant
          (behoue).

          Accept/Aanvaar
          The total (linear) momentum before a collision is equal to the total linear
          momentum after collision in an isolated/closed system.
          Die totale (lineêre) momentum voor botsing is gelyk aan die totale lineêre
          momentum na botsing in „n geϊsoleerde/geslote sisteem.                                                          (2)

4.2       OPTION 1/OPSIE 1
          UPWARDS AS POSITIVE/                                      DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                                      AFWAARTS AS POSITIEF
          ∑pi = ∑pf                   Any one/                     ∑pi = ∑pf                   Any one/
          (m1 + m2)vi = m1v2f + m2vBf Enige een                     (m1 + m2)vi = m1v2f + m2vBf Enige een
                                                 1                                              1
          (2m + 3m)v = (3m)(-                     v) + 2mvBf      (2m + 3m)(-v)= (3m)(         v) + 2mvBf 
                                                 3                                              3
                                                                    vBf = -3v
          vBf = 3v upwards/opwaarts                               vBf = 3v upwards/opwaarts 
          OPTION 2/OPSIE 2
          UPWARDS AS POSITIVE/                        DOWNWARDS AS POSITIVE/
          OPWAARTS AS POSITIEF                        AFWAARTS AS POSITIEF
                   ∆piA = -∆piB            Any  one/         ∆piA = -∆piB            Any one/
          mA(vAf - vAif) = - mA(vBf - vBi) Enige een mA(vAf - vAif) = - mA(vBf - vBi) Enige een
                               1                                          1
          3m(-                   v – v) = - (2m)(vBf - v)         3m[     v – (-v)] = (2m)[ vBf - (-v)] 
                               3                                          3
          vBf = 3v upwards/opwaarts                                           vBf = -3v
                                                                    vBf = 3v upwards/opwaarts                         (5)

4.3       Impulse/Impuls                                                                                                (1)

4.4                                                                       Marking criteria/Nasienkriteria
                                                                          Exact mirror image
                                                                          Presiese spieëlbeeld 

          Fave /Fgem (N)
                                                                          IF/INDIEN
                                                                          Mirror image at different times /
                           0                                              Spieëlbeeld by verskillende tye
                                                     Time/Tyd (s)         Max/maks 1
                                                                                       2
                                                                          Note/Let wel:
                                                                          If graph is drawn as given in question
                                                                          paper – no mirror image/Indien
                                                                          grafiek geteken word soos in vraestel
                                                                          – geen spieëlbeeld: Max/Maks: 1
                                                                                                               2         (2)
                                                                                                                         [10]

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Physical Sciences P1/Fisiese Wetenskappe V1    13                                           DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

QUESTION 5/VRAAG 5
5.1       The rate at which work is done/energy is expended.  (2 or 0)
          Die tempo waarteen arbeid/werk verrig word/energie verkwis word. (2 of 0)

          Accept/Aanvaar
          Work done per unit time / energy expended per unit time.
          Arbeid verrig per eenheidstyd / energie verkwis per eenheidstyd.                               (2)

5.2       OPTION 1/OPSIE 1                            OPTION 2/OPSIE 2
              W                                          W
          P=                                          P=
              Δt         Any one/Enige een               Δt
                                                         FΔxcosθ
                                                                   or/of Fycos  Any one/
           =   mgh
                                                       =
                Δt                                           Δt               Δt  Enige een

           =
              (1 250)(9,8)(5,8)
                                                        mgx cos 0 
                                                       =
                     60                                       t
           = 1 184,17 W  (1 184,167)                                          
                                                       = (1250)(9,8)(5,8) cos 0 
                                                                  60
                                                       = 1 184,17 W  (1 184,167)
          OPTION 3/OPSIE 3
              W
          P=
              Δt
               Fxcosθ         Fycos      Any one/Enige een
                        or/of
                   Δt             Δt
               mgx cos180
            =                   
                      t
               (1250)(9,8)(5,8) cos 180
            =
                          60
            = - 1 184,17 W          (-1 184,167)
          Power dissipated by the crane/Drywing verkwis deur hyskraan =1 184,17 W
          OPTION 4/OPSIE 4
           Pave = Fvave 
                               5,8
                = 1 250(9,8)       
                               60
                = 1 184,17 W                                                                            (3)

5.3       Note: -1 mark for each key word/phrase omitted in the correct context.
          Let Wel: -1 punt vir elke sleutelwoord/frase weggelaat in die korrekte konteks.
          IF: The word 'work' is omitted - 0 marks.
          INDIEN: Die woord 'arbeid' uitgelaat is - 0 punte.
          A conservative force is a force for which the work done (in moving an object
          between two points) is independent of the path taken. 
          'n Konserwatiewe krag is 'n krag waarvoor die arbeid wat verrig is (om 'n
          voorwerp tussen twee punte te beweeg) onafhanklik is van die pad wat gevat
          word.
          OR/OF
          A conservative force is a force for which the work done in moving an object in
          a closed path is zero.
          „n Konserwatiewe krag is „n krag waarvoor die arbeid verrig om „n voorwerp in
          „n geslote pad te beweeg, nul is.                                                              (2)
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Physical Sciences P1/Fisiese Wetenskappe V1    14                                          DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

5.4       Non-conservative/ Nie-konserwatief                                                            (1)

5.5       (Gravitational) potential to kinetic (energy)
          (Gravitasie)potensiële na kinetiese (energie)                                                 (1)

5.6      Marking criteria/ Nasienkriteria
          Any one of the following formulae/ Enigeen van die volgende formules:
           Wnet = ΔEk / W nc = ΔEk + ΔEp 
          Substitution to calculate the ΔEk or initial velocity. 
           Vervanging om ΔEk of begin snelheid te bereken.
          Correct substitution of ΔEk in: / Korrekte vervangings van ΔEk in:
           Wnet = ΔEk / W nc = ΔEk + ΔEp 
          Correct substitution into / Korrekte vervangings in FΔxcosθ. 
          Final answer / Finale antwoord: 284 089 N (283 510,63 N to/tot 284 200 N)
          OPTION 1/OPSIE 1
          From R to the wall / Vanaf R na die muur:
          U = mg(hf – hi)
               = 1 250(9,8)(0 - 5,8) 
               = -71 050 J
          K = - U = 71 050 J
          Into the wall:/ In die muur in
                 W net = K
          W wall/muur = Kf - Ki             Any one/Enige een
          Fwall /muur xcosθ = Kf - Ki
          Fwall/muur(0,25)cos180°  = 0 – 71 050 
                             Fwall/muur = 284 089 N 
          OPTION 2/OPSIE 2
          From R to the wall / Vanaf R na die muur
          Wnc = K + U                                             Any one/Enige een
          Wnc = (mghf - mghi) + ½m(vf2 – vi2)
          0 = 0 – (1 250)(9,8)(5,8) + ½(1 250)(vf2 – 0) 
          vi = 10,66 m·s-1 (10,662)
          Into the wall / In die muur in:
                 W net = K
          W wall/muur = Kf - Ki
          Fwall /muur xcosθ = Kf - Ki
          Fwall/muur(0,25)cos180°  = 0 – ½(1 250)(10,66)2 
                             Fwall/muur = 284 089 N  (284 195,61 N)
          OPTION 3/OPSIE 3
          With ground as reference/ Met grond as verwysing
          From R to the wall / Vanaf R na die muur:
          Wnc = K + U
                                                                     Any one/
          Wnc = (mghf - mghi) + ½m(vf2 – vi2)                        Enige een
          0 = (1 250)(9,8)[h – (5,8+h)] + ½(1 250)(vf2 – 0) 
          vi = 10,66 m·s-1 (10,662)
          Into the wall / In die muur in:
                 W net = K
          W wall/muur = Kf - Ki               Any one/Enige een
          Fwall/muur xcosθ = Kf - Ki
          Fwall/muur(0,25)cos180°  = 0 – ½(1 250)(10,66)2 
                             Fwall/muur = 284 089N  (284 195,61 N)
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                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

          OPTION 4/OPSIE 4
          From R to the wall / Vanaf R na die muur:
          Wnc = K + U
          Wnc = (mghf - mghi) + ½m(vf2 – vi2)
          0 = 0 – (1 250)(9,8)(5,8) + ½(1 250)(vf2 – 0) 
          vi = 10,66 m·s-1 (10,662)
          Into the wall / In die muur in:                            Any one/Enige een
          Wnc = K + U
          W wall/muur = ½m(vf2 – vi2) + (mghf - mghi)
          Fwall/muurxcosθ = ½m(vf2 – vi2) + mghf - mghi
          Fwall/muur(0,25)cos180°  = ½(1 250)(0 – 10,662)  + 0
                             Fwall/muur = 284 089 N  (284 195,61)
          OPTION 5/OPSIE 5
          From R to the wall/Vanaf R na die muur:
          (Emech)Top/Bo = (Emech)Ground/Grond
          (Ep +Ek)Top = (Ep +Ek)Bottom/Onder
          (mgh + ½ mv2)Top/Bo = (mgh + ½ mv2)Bottom/Onder
          (9,8)(5,8) + 0 = 0 + (½ )v2
          v = 10,662 m·s-1                                         Any one/Enige een
          Into the wall / In die muur in:
          Wnc = K + U
          W wall /muur = ½m(vf2 – vi2) + (mghf - mghi)
          Fwall/muur xcosθ = ½m(vf2 – vi2) + mghf - mghi
          Fwall/muur 0,25cos180° = ½(1 250)(0 – 10,662)  + 0
                         Fwall/muur = 284 089 N 
          OPTION 6/OPSIE 6
          For the total motion/Vir die totale beweging:
          Wnc = K + U
          W wall/muur = K + mg(hf - hi)               Any one/Enige een
          Fwall/muur xcosθ = K + mghf - mghi
          Fwall/muur 0,25cos180° = 0 + [ 0 – 1 250(9,8)(5,8)] 
                            Fwall/muur = 284 200 N
          OPTION 7/OPSIE 7
          From R to the wall/Vanaf R na die muur:
          (Emech)Top/Bo = (Emech)Ground/Grond
          (Ep +Ek)Top = (Ep +Ek)Bottom/Onder                  Any one/Enige een
          (mgh + ½ mv2)Top/Bo = (mgh + ½ mv2)Bottom/Onder
          (9,8)(5,8) + 0 = 0 + (½ )v2 
          v = 10,662 m·s-1
          Into the wall / In die muur in:
                  v  vf 
            Δx   i        Δt
                  2 
                   10,66  0 
           0,25              t
                       2     
             Δt = 0,0469 s
          Fnet Δt =m Δv
          Fwall/muur (0,047)  = 1250(0 -10,66) 
                       Fwall/muur = 283 510,63 N 

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                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

          OPTION 8/OPSIE 8
          From R to the wall/Vanaf R na die muur:
          (Emech)Top/Bo = (Emech)Ground/Grond
          (EP +EK)Top = (EP +EK)Bottom/Onder                     Any one/Enige een
          (mgh + ½ mv2)Top/Bo = (mgh + ½ mv2)Bottom/Onder

          (9,8)(5,8) + 0 = 0 + (½ )v2 
          v = 10,66 m·s-1

          Into the wall / In die muur in:
          vf2 = vi2 + 2aΔx
          0 = (10,66)2 + (2)a(0,25)
          a = -227,36 m·s-1 (- 227,356)

          Fwall/muur = ma
          Fwall/muur = (1 250)(-227,356) 
          Fwall/muur = - 284 200 (-284 195)
          Fwall/muur = 284 200 N  (284 195)                                                             (5)
                                                                                                         [14]

QUESTION 6/VRAAG 6

6.1       NOTE: -1 mark for each key word/phrase omitted in the correct context.
          LET WEL: -1 punt vir elke sleutelwoord/frase weggelaat in die korrekte konteks.

          The 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. 

          Die 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
          An (apparent) change in observed/detected frequency (pitch), as a result of
          the relative motion between a source and an observer (listener).

          'n Skynbare verandering in waargenome frekwensie (toonhoogte), as gevolg
          van die relatiewe beweging tussen die bron en 'n waarnemer/luisteraar.                         (2)

6.2.1     700 Hz 
          Learner/observer/listener velocity/speed = zero.
          Luisteraar/waarnemer/leerder se spoed/snelheid = nul

          OR/OF
          No relative motion between source and listener. 
          Geen relatiewe beweging tussen bron en luisteraar nie.

          OR/OF
          Listener and source both stationary.
          Luisteraar en bron altwee in rus.                                                              (2)

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                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

6.2.2     Away / Weg
          Observed frequency smaller (than actual frequency / frequency of source.) 
          Waargenome frekwensie is kleiner as die werklike frekwensie/ frekwensie van
          die bron.

          OR/OF
          f L < fs

          OR/OF
          The (observed) frequency decreases / Die (waargenome) frekwensie neem af                       (2)

6.2.3     OPTION 1/OPSIE 1
               v  vL                   v  vL
          fL         fs      OR/OF fL         fs
               v  vs                      v
                           
                   v  10
          679,1           (700) 
                      v
           v = 334,93 m∙s-1 (333,33 m∙s-1)
          OPTION 2/OPSIE 2
               v  vL                 v  vL
          fL         fs  OR/OF fL         fs
               v  vs                   v
                           
                   v  20
          658,2           (700) 
                      v
           v = 334,93 m∙s-1 (333,33 m∙s-1)
          OPTION 3/OPSIE 3                                  Note/Aantekening:
               v  vL                 v  vL                If ratio is used/Indien
          fL         fs  OR/OF fL         fs             verhoudings gebruik:
               v  vs                   v
                                                               Any correct formula/Enige
                                                                korrekte formule 
                     
                 v  10                                        Any correct f value/Enige
          679,1         fs
                   v                                            korrekte f waarde 
               =                                           
                 v  20                                         Any correct substitution/Enige
          658,2         fs                                      korrekte vervanging - vL 
                   v
                     v  10                                    Correct ratio/Regte verhouding
          1,032 =                                               
                     v  20                                    Final answer/Finale antwoord:
          v = 332,50 m∙s-1                                     332,50 m∙s-1
          OPTION 4/OPSIE 4
                v  vL
           fL         fs 
                   v
                 f
          fL = - s vL + fs
                 v
                           f
          Gradient = - s 
                           v
           658,2  679,1       700
                           =-     
               20  10          v
          v = 334,93 m·s-1                                                                              (5)
                                                                                                         [11]
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                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

QUESTION 7/VRAAG 7

7.1       NOTE: -1 mark for each key word/phrase omitted in the correct context. If the word
          “force” is omitted 0 marks
          LET WEL: -1 punt vir elke sleutel woord/frase in die korrekte konteks weggelaat.
          Indien die woord “krag” uitgelaat word 0 punte.
          The magnitude of the electrostatic force exerted by one point charge (Q1) on
          another 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 
          Die grootte van die elektrostatiese krag wat een puntlading (Q1) op 'n ander
          puntlading (Q2) uitoefen, is direk eweredig aan die produk van die ladings en
          omgekeerd eweredig aan die kwadraat van die afstand (r) tussen hulle.                                 (2)

7.2                       kQ1Q 2                                 Note /Aantekening:
                   F                                            1 mark for all substitutions/
                            r2
                                                                    1 punt vir alle vervangings
                       (9x109 )(6 x 10 9 )(5 x 10 9 )           If negative charge substituted /
          1,2 x 10 3                                  
                                    r2                              Indien negatiewe lading
                   r = 0,015 m  (0,02 m)                           vervang is Max / Maks 2/3                   (3)

7.3                                                         ACCEPT/AANVAAR
                       N
                                                                              N

                                     T                                                    T

                  FE
                                                                    FE
                             w                                                    w

                                                            ACCEPT/AANVAAR
                                                                                  N

                                                                                          T

                                                                            w//
                                                                     FE               w
          Accept the following symbols:/Aanvaar die volgende simbole:
          N      FN / Normal / Normaal / Normal force /Normaalkrag
          w      Fg,/mg / weight / FEarth on sphere / 0,098 N / gravitational force / gewig / Faarde op
                  sfeer / gravitasiekrag
          T      Tension / Spanning / FT / FA / Fs /Fp
          FE     FR / F/ Coulombic Force / Electrostatic force / Coulombkrag / elektrostatiese
                  krag

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Physical Sciences P1/Fisiese Wetenskappe V1    19                                                     DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

          Notes/Aantekeninge
           Mark awarded for label and arrow / Punt toegeken vir benoeming en pyltjie
           Do not penalise for length of arrows since drawing is not to scale. /Moenie vir die
             lengte van die pyltjies penaliseer nie aangesien die tekening nie volgens skaal is
             nie
           Any other additional force(s) / Enige ander addisionele krag(te) Max/Maks 3
                                                                                           4
             If force(s) do not make contact with body / Indien krag(te) nie met die voorwerp
          
             kontak maak nie: Max/Maks: 3
                                              4
           If w is not shown but w// and w  are shown give 1 mark for both.
             Indien w nie aangetoon is nie maar w // and w  is getoon, ken 1 punt toe vir beide.                   (4)

7.4.1     Fnet = ma
          T – FE - wll = ma Any one/Enige een
          T – FE - wll = 0
          T – 1,2 x 10-3  – (0,01)(9,8)sin 25° = 0
          T = 0,04 N  (0,0426 N)

          OR/OF
          Fnet = ma 
          T – FE - wll = ma
          T – FE - wll = 0
          T – 1,2 x 10-3  – (0,01)(9,8)cos 65° = 0
          T = 0,04 N  (0,0426 N)                                                                                   (4)

7.4.2     POSITIVE MARKING FROM QUESTION 7.2
          POSITIEWE NASIEN VANAF VRAAG 7.2
                 Q
          E= k 2
                 r
          Enet = ER + ES
          Enet = ER + (-ES)    Any one/Enige een
                   QR     QS
          Enet = k 2 - k 2
                   r       r
                   QR       Q
          Enet = k 2 + k 2S
                    r        r

                   (9  109 )(5  10-9 )        (9  10 9 )(6 x 10 9 )
          Enet =                           -                             
                    0,015  0,032                    0,032
              = - 37 777,78
              = 37 777,78 N∙C-1 (3,78 x 104) down (the incline) / towards the charges
                                          afwaarts (teen skuinsvlak) /na die ladings                               (5)
                                                                                                                    [18]

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Physical Sciences P1/Fisiese Wetenskappe V1    20                                          DBE/2021
                          SC/NSC/SS/NSS – Marking Guidelines/Nasienriglyne

QUESTION 8/VRAAG 8
8.1      (a)    (Electrical) energy/work (Elektriese) energie/arbeid 
         (b)    Unit charge/eenheidslading  (Accept/ Aanvaar coulomb)                                    (2)
8.2      OPTION 1/OPSIE 1                          OPTION 2/OPSIE 2
         Rs = R1 + R2                              Rs = R1 + R2
           = 4 + 3                                  =4+3
           =7Ω                                       =7Ω
          1     1     1                                   R 1R 2
                                                Rp            
         Rp    R1    R2                                  R1  R 2
          1 1 1                                          (7)(7)
            = +                                   Rp           
         Rp 7 7                                           77
         Rp = 3,5 Ω                                   = 3,5 Ω                                           (4)
8.3.1    POSITIVE MARKING FROM QUESTION 8.2/POSITIEWE NASIEN VANAF
         VRAAG 8.2
        Marking criteria/Nasienkriteria
        Calculation of current when switch is open and when closed/ Berekening van
        stroom wanneer skakelaar S oop is en gesluit is:
         Suitable formula for opem or closed switch /Geskikte formule vir geslote of oop
            skakelaar
         Correct substitution when switch is open /Korrekte vervanging wanneer skakelaar
            oop is 
         Correct substitution when switch is closed /Korrekte vervanging wanneer
            skakelaar gesluit is 
        Substitution into formula ε = I(R + r) or ε = Vext + Ir:
        Vervanging in formule ε = I(R + r) of ε = Veks + Ir:
         Formula/Formule 
         Substitution in formula for open switch/ Vervanging in formule vir oop skakelaar 
         Substitution in formula for closed switch/ Vervanging in formule vir geslote
            skakelaar 
        Calculating r / Berekening van r
         Equating the equations / Stel twee vergelykings gelyk aan mekaar 
         Final answer/Finale antwoord: 0,49 Ω 
         When the switch is OPEN/Wanneer            When the switch is CLOSED/Wanneer
         die skakelaar OOP is                       die skakelaar GESLUIT is
            V                                          V
         I        (Any one / Enige een)           I
            R                                          R
            2,8                                        2,63
         I                                        I      
             7                                          3,5
          = 0,4 A                                    = 0,75 A

         ε = I(R + r)                              ε = I(R + r)
            = 0,4(7 + r)                             = 0,75(3,5 + r) 
         OR                                         OR
         ε = Vext +Ir                               ε = Vext +Ir
         ε = 2,8 + (0,4)r                           ε = 2,63 + (0,75)r
                                                                
         0,4(7 + r) = 0,75(3,5 + r)                 2,8 + (0,4)r = 2,63 + (0,75)r
          r = 0,49 Ω                    OR/OF       r = 0,49 Ω                                         (8)

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