# Physical Sciences Grade 12 P1 Gauteng Mock 2014 QP (Eng)

> Grade 12 Physical Sciences Paper 1 question paper from the Gauteng Mock Exam 2014 (English), 25 pages. Read online or download the free PDF.

- Page: https://www.hlayiso.com/library/2014eng-gau-physical-science-p1-eng/8cbcc399-de6b-48d4-ae9e-6335bf42d3a4
- Updated: 2026-09-27
- Subject: Physical Sciences
- Grade: Grade 12
- Document type: Question paper
- Year: 2014
- Exam period: Gauteng Mock Exam
- Paper: 1
- Curriculum: CAPS
- Pages: 25

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## About this document

Physical Sciences · Grade 12 · Gauteng Mock Exam · 2014. Question paper, 25 pages. Read online or download the PDF.

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### Page 1

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                   GAUTENG DEPARTMENT OF EDUCATION
                      PREPARATORY EXAMINATION

                                2014

                                 10841
                            PHYSICAL SCIENCES

                            FIRST PAPER

MARKS:   150                                    Pages 23
TIME:    3 hours

         3

                                                           P.T.O.

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                                         PHYSICAL SCIENCES
                                         (First Paper)                 10841/14    2

                 GAUTENG DEPARTMENT OF EDUCATION
                       PREPARATORY EXAMINATION

                                                   PHYSICAL SCIENCES
                                                   (First Paper)

                                                   TIME: 3 hours

                                                   MARKS: 150

INSTRUCTIONS AND INFORMATION

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

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

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

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

5.    Leave ONE line between two subquestions, for example between
      QUESTION 2.1 and QUESTION 2.2.

6.    You may use a non-programmable calculator.

7.    You may use appropriate mathematical instruments.

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

9.    Show ALL formulae and substitutions in ALL calculations.

10.   Round off your final numerical answers to a minimum of TWO decimal
      places.

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

12.   Write neatly and legibly.

                                                                                  P.T.O.

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                                             PHYSICAL SCIENCES
                                             (First Paper)                  10841/14    3

QUESTION 1: MULTIPLE-CHOICE QUESTIONS

Four options are provided as possible answers to the following questions. Each
question has only ONE correct answer. Write only the letter (A–D) next to the
question number (2.1–2.10) in the ANSWER BOOK.

1.1     The following diagram shows a racing car R driving along a straight line to
        the right.

                                                      oil spill

                        R                         P

        The driver of the racing car applies the brakes when the car reaches the
        oil spill at position P.

        In which of the following directions will the racing car R slide?

        A                                         B

        C                                         D

                                                                                         (2)

                                                                                       P.T.O.

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                                          PHYSICAL SCIENCES
                                          (First Paper)                 10841/14     4

1.2   Diagram A shows a 1 kg mass suspended by a Newton scale attached to
      the ceiling.

      In diagram B, the same 1 kg mass is now suspended from a weightless,
      frictionless pulley by tying the rope to the floor.

      If the reading on the scale in diagram A is 9,8 N, what will the scale read
      in diagram B?

      A    4,9 N

      B    9,8 N

      C    14,7 N

      D    19,6 N                                                                     (2)

                                                                                    P.T.O.

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                                                    PHYSICAL SCIENCES
                                                    (First Paper)               10841/14        5

1.3        The gravitational force between two objects is F when their centres are a
           distance d apart. What would the magnitude of the force be in terms of F
           if the mass of one object is doubled and the distance d halved?

           A        8F

           B         F

           C        F

           D        F
                                                                                                 (2)

1.4        An object has a momentum p for a time of t seconds. Which ONE of the
           following graphs correctly shows the acceleration-time relationship for
           this time interval?

      A.                    B.                   C.                   D.
           a                     a                    a                a

           o                     o                    o                   o
                             t                  t                     t                    t

1.5            Which ONE of the following statements regarding the redshift of light
               as a result of the Doppler effect is true?

               A   If a source of blue light is moving away from the observer, the light
                   will appear violet
               B   If a source of red light is moving away from the observer, the light
                   will appear blue
               C   If a source of blue light is moving away from the observer, the light
                   will appear more green
               D   If a source of red light is moving away from the observer, the light
                   will appear more orange                                                       (2)

                                                                                               P.T.O.

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                                         PHYSICAL SCIENCES
                                         (First Paper)                10841/14    6

1.6   Which ONE of the following combinations is correct regarding the
      properties of electric field lines?

          Direction                         Strength of field
      A   Positive to negative              Strongest where the lines are
                                            the most dense
      B   Negative to positive              Weakest where the lines are
                                            the least dense
      C   North to south                    Strongest where the lines are
                                            the most dense
      D   North to south                    Weakest where the lines are
                                            the least dense                        (2)

1.7   Two charged spheres, A and B, are placed on insulated stands a
      distance r apart, as shown below. The magnitude of the electrostatic
      force between them is F.
                                        r

                      A -4q                          2q B

      The spheres are allowed to touch each other and are then moved back
      to their original positions. The magnitude of the electrostatic force in
      terms of F will now be …

      A    8F

      B     F

      C    F

      D    F
                                                                                   (2)

                                                                                 P.T.O.

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                                          PHYSICAL SCIENCES
                                          (First Paper)                10841/14     7

1.8   The circuit diagram shows two light bulbs of resistance 4 Ω and 2 Ω
      each connected in parallel to the circuit. The two resistors of resistance
      4 Ω and 6 Ω each are connected in series to the circuit.

      If the 2Ω light bulb burns out what happens to the reading on VP ?

      A    Stays the same

      B    Decreases

      C    Increases

      D    Becomes zero                                                              (2)

1.9   The magnet in the following diagram is moving away from the solenoid.
      The induced current flows through the resistor in a direction from …

      A    Q to R

      B    R to Q

      C    Q to R and then from R to Q

      D    R to Q and then from Q to R                                               (2)
                                                                                   P.T.O.

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                                     PHYSICAL SCIENCES
                                     (First Paper)            10841/14    8

1.10   An excited electron is in energy level 3. The maximum possible
       emission spectrum lines that this electron can generate is …

       A   1

       B   2

       C   3

       D   4                                                               (2)
                                                                          [20]

                                                                         P.T.O.

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                                             PHYSICAL SCIENCES
                                             (First Paper)               10841/14    9

QUESTION 2 (Start on a new page.)

An 8 kg wooden block is attached to a 2 kg wooden block by means of a
weightless inelastic string which passes over a frictionless pulley. The block
accelerates down a rough plane inclined at 20° to the horizontal as shown below.

                                         a

                                     8 kg

                2 kg
                                        20°

The tension in the string is 21 N.

2.1     Define acceleration.                                                          (2)

2.2     Draw a labelled force diagram of all the forces acting on the 8 kg block.     (3)

2.3     Prove using a calculation that the magnitude of the acceleration of the
        system is 0,7 m⋅s-2.                                                          (3)

2.4     Calculate the magnitude of the frictional force experienced by the 8 kg
        block.                                                                        (4)
                                                                                     [12]

                                                                                    P.T.O.

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                                                  PHYSICAL SCIENCES
                                                  (First Paper)                10841/14    10

QUESTION 3 (Start on a new page.)

The position-time graph for a tennis ball thrown vertically upwards from the
second floor of a school building is shown below.
Ignore all effects of air friction.

                   Position (m)
                                  6,5

                                  0
                                        t1   t2    Time (s)

The height of the second floor is 6,5 m. The ball rises 0,9 m from the point of
projection before it starts to fall to the ground.

3.1     Write down the magnitude and direction of the acceleration of the ball
        while it is moving upwards.                                                         (2)

3.2     Calculate the time t1 it takes the ball to reach its maximum height.                (4)

3.3     Calculate the initial velocity of the tennis ball the instant it is released.       (4)

3.4     Sketch a velocity-time graph for the motion of the ball from the moment it
        is thrown vertically upwards till it reaches the ground. Label the axes and
        show all the relevant values on the graph.                                          (4)
                                                                                           [14]

                                                                                          P.T.O.

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                                                   PHYSICAL SCIENCES
                                                   (First Paper)          10841/14    11

QUESTION 4 (Start on a new page.)

The diagram below shows a planet Z and its two moons X and Y at right angles to
each other. The average distance between the centre of the planet and moon X is
1 496 km and the average distance between the centre of the planet and moon Y
is ½(1 496) km.
                           Z       1 496 km

            ½(1 496) km
                                                    MX = 1,99 × 1019 kg

                          MY = 2(1,99 × 1019) kg

Take the mass of X as 1,99 × 1019 kg, the mass of the planet Z as 5,98 × 1024 kg
and the mass of Y as twice the mass of X.

4.1    Calculate the gravitational force between moon X and planet Z.                  (4)

4.2    Write down the magnitude of the gravitational force that moon Y exerts on
       the planet Z.                                                                   (2)

4.3    Calculate the magnitude of the net gravitational force of the two moons on
       the planet.                                                                     (2)
                                                                                       [8]

                                                                                     P.T.O.

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                                                      PHYSICAL SCIENCES
                                                      (First Paper)                        10841/14    12

QUESTION 5 (Start on a new page.)

Two identical objects P and Q with a mass of 12 kg each, are moving side by side
with an initial velocity of 5,5 m⋅s-1 east on a horizontal surface.
The following graphs show the net force experienced by each object respectively
during the same time interval.

                      Object P                                                Object Q
                 15                                                      15
      Fnet (N)                                                Fnet (N)
                 10                                                      10

                 5                                                       5

                 0                                                       0
                      2 4 6 8 10         t (s)                                2 4 6 8 10     t (s)
                 -5                                                      -5

            -10                                                     -10

5.1               Calculate the total impulse experienced by object Q in 10 s.                          (3)

5.2               Compare without using any calculations the total impulse for object P with
                  that of object Q. Write down only GREATER THAN, LESS THAN or
                  EQUAL TO.                                                                             (1)

5.3               Calculate the final velocity of object Q.                                             (4)
                                                                                                        [8]

                                                                                                      P.T.O.

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                                             PHYSICAL SCIENCES
                                             (First Paper)                  10841/14    13

QUESTION 6 (Start on a new page.)

A cyclist pushes his bicycle of mass 6,1 kg up an incline with a force of 20 N. The
bicycle is pushed from an initial velocity of 5 m⋅s-1 from point A to point B. The
road is inclined at 10° to the horizontal and the distance from A to B is 32 m as
shown below.

                                            32 m

                                                                      B
                                                                      •
                   20 N

                            A         10°
                            •

The road surface exerts a force of friction of 11 N on the bicycle tyres.

6.1     Calculate the work done by the cyclist on the bicycle.                           (3)

6.2     Use the work-energy theorem and calculate the magnitude of the velocity
        of the bicycle at 32 m.                                                          (5)

6.3     Explain why frictional forces are regarded as non-conservative forces.
                                                                                         (2)
                                                                                        [10]

                                                                                       P.T.O.

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                                          PHYSICAL SCIENCES
                                          (First Paper)                10841/14       14

QUESTION 7 (Start on a new page.)

7.1   Keenan standing at the top of the Leaning Tower of Pisa accidentally
      drops his cell phone when it starts ringing at a frequency of 497 x 10 3 Hz.
      The height of the tower is 56 m.

      7.1.1   Calculate the speed of the cell phone at a height of 18 m by using
              the law of conservation of mechanical energy.                            (4)

      Nerisse standing at the bottom of the tower hears the phone ringing as it
      falls towards her. Ignore the effects of air friction.

      7.1.2   Calculate the frequency of the sound observed by Nerisse when
              the phone is at the height of 18 m above ground. Take the speed
              of sound in air as 340 m⋅s-1                                             (4)

      7.1.3   Explain in terms of wavelength and frequency of sound why
              Keenan who is at the top of the tower, observes a lower frequency
              of sound than the value calculated in QUESTION 7.1.2.                    (3)

      7.1.4   How will the frequency of sound observed by Nerisse compare at
              a height of 18 m to that at 3 m? Write only HIGHER, LOWER or
              STAYS THE SAME.                                                          (1)

7.2   Speed cameras determine the speed of a car by measuring the signal of
      a radio wave reflected by the car.

      7.2.1   Explain why the speed camera cannot measure the speed of the
              car accurately at the moment the car passes the camera.                  (1)

      7.2.2   What is the speed of the radio wave in air? Give a reason for your
              answer.                                                                  (2)
                                                                                      [15]

                                                                                     P.T.O.

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                                             PHYSICAL SCIENCES
                                             (First Paper)                  10841/14    15

QUESTION 8 (Start on a new page.)

The diagram below shows two spheres, A of charge–4,5 × 10-5 C and B of charge
+ 9,5 × 10-5 C on insulated stands. The distance between the centres of the two
spheres is 0,35 m.

                    –4,5 × 10-5 C                          + 9,5 × 10-5 C
                         A               0,35 m
                                                                  B

8.1     Draw the field pattern diagram for the net electric field present between
        the two charges.                                                                 (3)

8.2     Calculate the magnitude and direction of the electrostatic force exerted by
        sphere B on sphere A.                                                            (4)

8.3     Calculate the strength of the electric field at B as a result of charge A.       (4)
                                                                                        [11]

                                                                                       P.T.O.

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                                                 PHYSICAL SCIENCES
                                                 (First Paper)                     10841/14      16

QUESTION 9 (Start on a new page.)

Sandile and Peter built a battery for the science fair. They used potatoes for the
cells with zinc and copper plates as electrodes.
Sandile and Peter were curious to find out how many potato cells connected in
series would be needed to make a penlight bulb glow.

9.1      Write a suitable hypothesis for the investigation.                                       (2)

9.2      Write down the dependent variable for the investigation.                                 (1)

http://www.sciencebuddies.org/science-fair-projects/project_ideas/Energy_p010.shtml#procedure

Sandile and Peter started with two potatoes connected in series as shown in the
picture above. They used a voltmeter directly over the outer electrodes and
measured a potential difference of 1,6 V.
Next they connected a 1,5 V penlight bulb between the electrodes. The learners
found that the bulb did not glow.
When they measured the potential difference across the globe it was 0,02V.

9.3      What is the emf of the battery with two potato cells connected in series?                (1)

9.4      Give a reason why the potential difference across the bulb was only
         0,02V.                                                                                   (1)

9.5      The bulb has a resistance of 2 Ω. Calculate the power dissipated by the
         bulb even though it is not visibly glowing.                                              (3)
                                                                                                  [8]

                                                                                                P.T.O.

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                                                   PHYSICAL SCIENCES
                                                   (First Paper)             10841/14    17

QUESTION 10 (Start on a new page.)

The circuit diagram below shows two resistors of resistance 4 Ω and 5 Ω each
connected in parallel to resistor R1 of unknown resistance. The battery has an emf
of 15 V and an unknown internal resistance.

                                     12,9 V
                                 V

                                                             S

                              emf = 15 V; r

                           4Ω                           5Ω

                                              R1                 A
                                                                     1,5 A

10.1    State Ohm’s law in words.                                                         (2)

When switch S is closed, the ammeter has a reading of 1,5 A and the voltmeter
has a reading of 12,9 V.

10.2    Calculate the resistance of resistor R1.                                          (3)

10.3    Calculate the equivalent resistance of the parallel circuit.                      (3)

10.4    Calculate the internal resistance of the battery.                                 (4)
                                                                                         [12]

                                                                                        P.T.O.

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                                           PHYSICAL SCIENCES
                                           (First Paper)                10841/14        18

QUESTION 11 (Start on a new page.)

11.1    Study the diagram of an electric motor given below. The coil rotates
        between the opposite poles X and Y of two magnets.

       11.1.1 Is this a DC or an AC motor? Give a reason for your answer.                (2)

       11.1.2 State TWO changes that can be made to this motor to increase
              the rate of rotation.                                                      (2)

       11.1.3 What is the polarity of the two magnetic poles X and Y?                    (2)

11.2    Generators need a source of mechanical energy to turn the coil inside a
        magnetic field. The picture below shows an example of a wind generator.

A wind generator has rotor blades that are 100 m in diameter. When the wind
blows at maximum speed, the generator produces a maximum AC-current of
80 A in a resistor of 510 Ω.

       11.2.1 Calculate the rms potential difference across the resistor.                (5)

       11.2.2 Calculate the average power produced by the generator.                     (3)

       11.2.3 Draw a sketch graph of the change in current generated by this
              AC-generator. Show TWO full cycles for the change in current on
              the graph. Indicate the appropriate values of the current on the axis.     (4)
                                                                                        [18]
                                                                                       P.T.O.

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                                           PHYSICAL SCIENCES
                                           (First Paper)                 10841/14    19

QUESTION 12 (Start on a new page.)

12.1   The graph below shows the relation between the maximum kinetic energy
       for electrons emitted from the surface of a certain metal when it is
       illuminated with electromagnetic radiation of different frequencies.

       12.1.1 Define the work function for a specific metal.                          (2)

       12.1.2 Give the magnitude of the threshold frequency of the metal as
              shown on the graph.                                                     (2)

       12.1.3 Calculate the maximum velocity of an emitted electron if
              electromagnetic radiation with a frequency of 100 × 10 -19 Hz is
              shone onto the metal surface.                                           (5)

       12.1.4 The graph is described as “the best fit line”. Explain what this
              means.                                                                  (1)

                                                                                    P.T.O.

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                                           PHYSICAL SCIENCES
                                           (First Paper)                10841/14    20

12.2   The following diagram shows different lines of the line emission spectra
       (coloured lines on a black background) and the absorption spectrum (black
       lines on a coloured background) of the hydrogen atom respectively. The
       lines correspond to the transition of electrons between specific energy
       levels.

                    Hydrogen Absorption Spectrum

                    Hydrogen Emission Spectrum

                   400nm                                 700nm
                                                      H Alpha Line
                                                      656nm
                                                      Transition N=3 to N=2

       12.2.1 Explain the difference between an emission spectrum and an
              absorption spectrum.                                                   (2)

       12.2.2 What is the most likely colour for the H-Alpha line? Choose from
              RED, GREEN or VIOLET. Give a reason for your answer.                   (2)
                                                                                    [14]

                                                             GRAND TOTAL:           150

                                                                                   P.T.O.

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                                        PHYSICAL SCIENCES
                                        (First Paper)           10841/14      21

                     DATA FOR PHYSICAL SCIENCES GRADE 12
                               PAPER 1 (PHYSICS)

                GEGEWENS VIR FISIESE WETENSKAPPE GRAAD 12
                           VRAESTEL 1 (FISIKA)

TABLE 1: PHYSICAL CONSTANTS/TABEL 1: FISIESE KONSTANTES

          NAME/NAAM                SYMBOL/SIMBOOL     VALUE/WAARDE
Acceleration due to gravity
                                         g                  9,8 m·s-2
Swaartekragversnelling
Universal gravitational constant
                                         G          6,67 x 10-11 N·m2·kg-2
Universele gravitasiekonstant
Speed of light in a vacuum
                                         c             3,0 x 108 m·s-1
Spoed van lig in 'n vakuum
Planck's constant
                                         h             6,63 x 10-34 J·s
Planck se konstante
Coulomb's constant
                                         k            9,0 x 109 N·m2·C-2
Coulomb se konstante
Charge on electron
                                         e              -1,6 x 10-19 C
Lading op elektron
Electron mass
                                         me            9,11 x 10-31 kg
Elektronmassa
Mass of earth
                                         ME             5,98 x 1024 kg
Massa van die aarde
Radius of earth
                                         RE             6,38 x 103 km
Radius van die aarde

                                                                             P.T.O.

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                                                  PHYSICAL SCIENCES
                                                  (First Paper)                        10841/14        22

TABLE 2: FORMULAE/TABEL 2: FORMULES

MOTION/BEWEGING

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

FORCE/KRAG

                                                 p  mv
Fnet  ma
                                                 fk = µkN
fsmax = µsN
Fnet t  p
                                                 w  mg
p  mv f  mv i
       Gm 1m2                                          M
F                                               g = G d2
          d2

WORK, ENERGY AND POWER/ARBEID, ENERGIE EN DRYWING

W  Fx cos                                     U  mgh            or/of       EP  mgh
                                                 Wnet  K          or/of        Wnet  Ek
       1                                 1
K       mv2       or/of          Ek      mv2
       2                                 2
                                                 K  K f  K i     or/of       Ek  Ekf  Eki
                                                    W
Wnc  K  U or/of Wnc  Ek  Ep              P
                                                    t
Pave  Fv ave

WAVES, SOUND AND LIGHT/GOLWE, KLANK EN LIG

                                                      1
vf                                             T
                                                      f
       v  vL                     v  vL                                    c
fL           fs   /       fL           fb      E  hf     or/of    E h
       v  vs                     v  vb                                    
E  Wo  Ek max        where/waar
                                      1                    1
E  hf and/en W0  hf0 and/en Ek max  mvmax
                                         2
                                                    K max  mvmax
                                                              2

                                      2      or/ of        2

                                                                                                       b.o.

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                                                 PHYSICAL SCIENCES
                                                 (First Paper)                        10841/14         23

ELECTROSTATICS/ELEKTROSTATIKA

   kQ1Q 2                                       kQ
F                                           E
      r2                                        r2
   Q                                            F
n=                                           E
   qe                                           q
    W
V
    q

ELECTRIC CIRCUITS/ELEKTRIESE STROOMBANE

                                             emf ( ε ) = I(R + r)
     V
R
     I                                       emk ( ε ) = I(R + r)
R s  R1  R 2  ...
 1    1     1                                q I t
              .. .
R p R1 R 2
W = Vq                                            W
                                             P
                                                  Δt
W = VI  t
                                             P = VI
W= I2R  t
                                             P = I2R
     V Δt 2
W=                                               V2
      R                                      P
                                                  R

ALTERNATING CURRENT/WISSELSTROOM

                                             Paverage  Vrms I rms       /   Pgemiddeld  Vwgk I wgk
          I max                    I
I rms                  /   I wgk  maks
              2                      2
                                             Paverage  I rms
                                                          2
                                                              R          /   Pgemiddeld  I 2wgkR
           Vmax                      Vmaks
Vrms                   /   Vwgk                           2
                                                          Vrms
                                                                                             2
                                                                                            Vwgk
              2                        2     Paverage               /       Pgemiddeld 
                                                           R                                 R

                                              END

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