# Technical Sciences Grade 12 P1 Gauteng Mock 2018 QP

> Grade 12 Technical Sciences Paper 1 question paper from the Gauteng Mock Exam 2018, 14 pages. Read online or download the free PDF.

- Page: https://www.hlayiso.com/library/grade-12-nsc-technical-science-p1-x5-preparatory-2018-question-paper/037dc483-3a4e-48fc-9e14-6a8c4840e7d1
- Updated: 2026-09-27
- Subject: Technical Sciences
- Grade: Grade 12
- Document type: Question paper
- Year: 2018
- Exam period: Gauteng Mock Exam
- Paper: 1
- Curriculum: CAPS
- Pages: 14

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Technical Sciences · Grade 12 · Gauteng Mock Exam · 2018. Question paper, 14 pages. Read online or download the PDF.

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### Page 1

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          GAUTENG DEPARTMENT OF EDUCATION
                 PREPARATORY EXAMINATION
                            2018
                             11101

                      TECHNICAL SCIENCES
                           PAPER 1

TIME:    3 hours

MARKS: 150

12 pages + 2 data sheets

                                            P.T.O.

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                                      TECHNICAL SCIENCES P1                 2
                                                          11101 / 18

INSTRUCTIONS AND INFORMATION

1.    This question paper consists of ELEVEN questions.
      Answer ALL the questions in the ANSWER BOOK.

2.    Start EACH answer on a NEW page in the ANSWER BOOK.

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

4.    Leave ONE line between two sub-questions, for example, between
      QUESTION 2.1 and QUESTION 2.2.

5.    You may use a non-programmable calculator.

6.    You may use appropriate mathematical instruments.

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

8.    Show ALL formulae and substitutions in ALL calculations.

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

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

11.   Write neatly and legibly.

                                                                           P.T.O.

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                                         TECHNICAL SCIENCES P1                  3
                                                                    09 / 18

QUESTION 1: MULTIPLE-CHOICE QUESTIONS
Four options are provided as possible answers to the following questions.
Each question has only ONE correct answer. Choose the correct answer and
write only the letter (A – D) next to the question number (1.1 – 1.10) in the
ANSWER BOOK, e.g. 1.11 D.

1.1   Imagine a place in the cosmos, far from all gravitational and frictional
      influences. Suppose that you visit that place and throw a rock.
      The rock will …

      A      gradually slow down until it stops.
      B      continue moving in the same direction, at the same speed.
      C      fall vertically downward.
      D      not move, because force is required to keep the rock moving.     (2)

1.2   Consider two carts, of masses, m and 2m, at rest on an air track. If you
      push the first cart for 3 s and then the other for the same length of time,
      exerting equal force on each, the change in momentum of the light cart is …

      A      four times the change in momentum of the heavy cart.
      B      twice the change in momentum of the heavy cart.
      C      equal to the change in momentum of the heavy cart.
      D      one-half the change in momentum of the heavy cart.                 (2)

1.3   Which of the following is a correct unit of energy?

      A      kg · m · s–2
      B      kg · m · s–1
      C      kg · m · s–3
      D      kg · m2 · s–2                                                      (2)

1.4   Power is …

      A      the rate at which energy is expended.
      B      work per unit of time.
      C      the rate at which work is done.
      D      none of the above.                                                 (2)

                                                                              P.T.O.

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                                       TECHNICAL SCIENCES P1                           4
                                                                        09 / 18

1.5   Which one of the following describes Hooke’s law?

      A     Instantaneous force divided by the original cross-sectional area
            of the test material
      B     Stress value required to produce unit strain in a tensile specimen
            of a particular material
      C     Strain is directly proportional to the stress causing it, provided that
            the limit of elasticity is not exceeded.
      D    A measurement of the deformation produced by the application
           of the external forces                                                      (2)

1.6   What do you understand by the term Young’s modulus of elasticity?

      A     The force required to produce a unit area in a tensile test
            specimen
      B      The ratio between stress and strain in a metal, provided that the
            limit of elasticity is not exceeded
      C     A measurement of the extension of material due to the load
            experienced
      D     A ratio of the deformation because of the application of an
            external force                                                             (2)

1.7   A perpendicular force is applied to a certain area and produces a
      pressure P. If the same force is applied to an area twice as large, what would
      be the new pressure on the surface?

      A     2P
      B     4P
            2
      C
            P
            4
      D                                                                                (2)
            P

                                                                                      P.T.O.

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                                         TECHNICAL SCIENCES P1                      5
                                                                         09 / 18

1.8    Which one of the following statements describes Pascal’s law?
       A      The area is inversely proportional to the pressure on it, if the
             temperature remains constant.
       B     The pressure exerted on the surface of a liquid in a closed
             hydraulic system is transmitted equally in all directions.
       C      The pressure is proportional to the volume if the temperature
             remains constant.
       D      Volume is inversely proportional to the pressure on it, if the
             temperature increases.                                                 (2)

1.9    The capacitance of a parallel plate capacitor is C. If the distance
       between the plates is doubled, the new capacitance of the capacitor
       will be …

       A      4 C.

       B      2 C.

       C      C.

              1
       D      2
                  C.                                                                (2)

1.10   An electrical machine that uses a split-ring (commutator) and
       converts mechanical energy into electrical energy is a(an) …

       A      DC generator.

       B      AC generator.

       C      DC motor.

       D      AC motor.                                                              (2)
                                                                                    [20]

                                                                                   P.T.O.

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                                         TECHNICAL SCIENCES P1                       6
                                                                         09 / 18

QUESTION 2 (Start on a new page.)

Give ONE word for each of the following.

2.1    When object A exerts a force on object B, object B simultaneously
       exerts an oppositely-directed force of equal magnitude on object A.            (2)

2.2    The product, the force and the time interval during which the force acts       (2)

2.3    The property of the body by virtue of which, the body regains its original
       shape and size when the deforming force is removed                             (2)

2.4    The property by virtue of which, a liquid opposes relative motion
       between its different layers                                                   (2)

2.5    The normal force exerted by a liquid at rest on a given surface in contact
       with it                                                                        (2)

2.6    The direction of the induced emf in the coil opposes the effect that
       produces it                                                                    (2)

2.7    The rate at which electrical energy is converted in an electric circuit        (2)

2.8    A ... allows current flow in only one direction.                               (2)

2.9    The number of field lines perpendicular to a given surface per unit
       area                                                                           (2)

2.10   A device that converts electrical energy to mechanical energy                  (2)
                                                                                     [20]

                                                                                    P.T.O.

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                                         TECHNICAL SCIENCES P1                      7
                                                                         09 / 18

QUESTION 3 (Start on a new page.)
A truck of mass m1 = 4 000 kg pulls a trailer with a mass m2 = 2 000 kg.
The frictional force on the truck is 2 000 N and on the trailer is 1 000 N.
The truck engine exerts a force of 10 000 N.

                              T
                                                                    10 000 N

               1 000 N                      2 000 N

3.1    State Newton’s Second Law of Motion in words.                                 (2)

3.2    Draw a free-body diagram to indicate all the forces experienced by the
       trailer.                                                                      (4)

3.3    Calculate the:
       3.3.1 Acceleration of the truck and trailer                                   (6)

       3.3.2 Tension on the towing bar connecting the truck and the trailer          (3)
                                                                                    [15]

                                                                                   P.T.O.

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                                               TECHNICAL SCIENCES P1                     8
                                                                              09 / 18

QUESTION 4 (Start on a new page.)
A dart of mass 0, 01 kg strikes a dartboard with a horizontal velocity of 6 m·s–1.
The dart pushes its way, a little into the dart board, and takes 0, 04 s to
stop moving.

4.1    State Newton’s Second Law in terms of momentum.                                    (2)

4.2    Calculate the magnitude of the average force that the dartboard exerts
       on the dart to stop.                                                               (3)

A bullet of mass 0, 01 kg, moving at a speed of 300 m∙s–1, strikes a wooden
block of mass 2 kg, which is resting on a flat horizontal surface. The bullet becomes
embedded in the block (as shown in the diagram below).
Ignore the effects of air friction.

                     Before collision                    After collision

                                                         VBullet-Block System = ?

mbullet = 0, 01 kg
                               mblock = 2 kg                               >>>
Vinitial = 300 m∙s–1

4.3     State the principle of conservation of linear momentum.                           (2)
4.4    Calculate the speed of the bullet-block system immediately after the
       collision.                                                                         (5)
4.5     By means of calculations, show whether the collision is elastic or inelastic?
                                                                                  (6)
                                                                                 [18]

                                                                                        P.T.O.

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                                         TECHNICAL SCIENCES P1                      9
                                                                         09 / 18

QUESTION 5 (Start on a new page.)
The diagram below shows a crate of mass 40 kg. A force of 100 N pulls the
crate in a straight line along a horizontal, rough surface. The coefficient for
kinetic friction (𝜇𝜇𝑘𝑘) = 0,41

5.1    Define the term work done.                                                    (2)

5.2   Draw a free-body diagram to indicate all the forces experienced by the
      box.                                                                           (4)
5.3    Calculate the work done by the:
       5.3.1 Applied force                                                           (3)
       5.3.2 Kinetic frictional force                                                (4)

5.4    A 120 W electric pump is used to bring water out of a borehole that is 40 m
       deep.

       Calculate the mass of water that is let out of the borehole in 60 s.          (3)
                                                                                    [16]

                                                                                   P.T.O.

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                                       TECHNICAL SCIENCES P1                     10
                                                                      09 / 18

QUESTION 6 (Start on a new page.)
The diagram below represents a frictionless track. A 5 kg block starts from
rest at point A and slides along the track.

6.1   State the principle of conservation of mechanical energy.                   (2)
6.2   Calculate the mechanical energy of the block at point A.                    (4)
6.3    Calculate the speed of the block at point C.                               (4)
                                                                                 [10]

QUESTION 7 (Start on a new page.)
A compressive force causes internal stress of 16 MPa, in a round bar made of an
unknown metal. The resistance area of the round bar is 1, 26 × 10–3 m2
and the original length is 80 mm. The force causes the round bar to
increase by 1,44 × 10–3 mm.

7.1   State Hooke’s Law in words.                                                 (2)
7.2    Calculate the:
      7.2.1   Force that causes the bar to stretch                                (3)
      7.2.2   Strain in the metal caused by the force                             (3)
      7.2.3 Elasticity modulus for this metal                                     (3)
                                                                                 [11]

                                                                                P.T.O.

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                                       TECHNICAL SCIENCES P1                      11
                                                                       09 / 18

QUESTION 8 (Start on a new page.)
Fluids are used in designing hydraulic machines because of their ability
to flow. Liquids are more preferable than gases in making hydraulic machines.

8.1   Define the term viscosity.                                                   (2)

8.2   Discuss the effect of temperature on the viscosity of liquids.               (1)

8.3   The wreckage of the ship, the Titanic is under 3 800 m of ocean water.
      If the density of the cold, salt-water above the Titanic is 1 050 kg∙m3,
       what is the fluid pressure of the ocean water at that depth?                (3)

8.4    A hydraulic system is used to lift a 2 000 kg vehicle into an auto
       garage. The vehicle sits on a piston of area 0,5 m2, and a force is
       applied to a piston of area 0,03 m2

      8.4.1 State Pascal’s Law in words.                                           (2)

      8.4.2 What is the minimum force that must be applied to lift the vehicle? (5)

      8.4.3 List ONE application of hydraulics in technology.                      (1)
                                                                                  [14]

                                                                                 P.T.O.

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                                         TECHNICAL SCIENCES P1                     12
                                                                      09 / 18

QUESTION 9 (Start on a new page.)
In order to improve the conducting properties of a semiconductor, small
amounts of impurities can be added to silicon or germanium to make it
either a p-type or an n-type material.

9.1    What is this process called?                                                 (1)

9.2    Define this process.                                                         (2)

9.3    Explain why doping is done in semiconductors.                                (2)
                                                                                    [5]

QUESTION 10 (Start on a new page.)

10.1   Define the term capacitance.                                                 (2)

10.2   A parallel-plate capacitor has an area of 0,0002 m2 and the plates are
       separated by 0,001 m.

       Calculate the capacitance of the capacitor.                                 (3)

10.3   An electrical appliance with a resistance of 20 Ω takes a current of 12 A
       from 240 V.

       Calculate the:
       10.3.1   The power rating of the electric fire                               (3)

       10.3.2   The energy (heat) transferred in 20 hours                           (3)
                                                                                   [11]

QUESTION 11 (Start on a new page.)

11.1   State Faraday’s law of electromagnetic induction.                            (2)

11.2   Calculate an emf induced in a coil of 1 200 turns when the magnetic flux
       linking with it changes from 0, 03 Wb to 0, 045 Wb in 0,1 s.                 (3)

11.3   Name TWO factors that influence the magnitude of the induced current.        (2)
11.4   A transformer has 500 primary turns and 3 000 secondary turns.
       If the primary voltage is 240 V calculate the secondary voltage, assuming
       an ideal transformer.                                                 (3)
                                                                            [10]

                                          END

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                                                      TECHNICAL SCIENCES P1                       13
                                                                                        09 / 18

DATA SHEETS – PAPER 1

TABLE 1: PHYSICAL CONSTANTS

                    NAME                               SYMBOL                        VALUE
Acceleration due to gravity                               g              9,8 m·s-2

TABLE 2: FORMULAE

FORCE

Fnet = ma                                               p = mv

           = µ sN                                       fk = µ k N
     max
fs

                                                        Fg = mg

MOMENTUM

Fnet ∆t = ∆p                           ∆p = mv f - mvi
                         �p⃗T(before) = ���⃗
                                          pT(after)

WORK, ENERGY AND POWER

W = F∆x cos θ                                           U = mgh          or     E P = mgh

       1                             1
K=       mv 2       or        Ek =     mv 2             ∆K = K f − K i   or     ∆Ek = Ekf − Eki
       2                             2

                                                             W
ME = Ek + Ep                                            P=
                                                             ∆t
Pave = Fvave

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                                   TECHNICAL SCIENCES P1            14
                                                       11101 / 18

ELASTICITY, VISCOSITY AND HYDRAULICS

         F                                Δ
σ=                                   ε=
         A                                L

σ                                    F1  F
  =K                                    = 2
ε                                    A1 A 2

ELECTROSTATICS

     κ εο Α                 εο Α          V
C=                     C=            E=
         d      and          d            d

     Q
C=
     V

CURRENT ELECTRICITY

     V
R=                                   q= I ∆t
     I
                                          W
W = VQ                               P=
                                          Δt
W = VI ∆ t
                                     P = VI
W = I R∆t
     2

                                     P = I 2R
     V Δt2
W=
      R                                   V2
                                     P=
                                          R

R s = R1 + R 2 + ...

 1  1   1
   = +     + ...
R p R1 R 2

ELECTROMAGNETISM

                                               Δφ
φ = BA                               ɛ =−N
                                               Δt

Vs Ns
  =
Vp Np

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