# Physical Sciences Grade 12 P1 North West Mock 2025 QP

> Grade 12 Physical Sciences Paper 1 question paper from the North West Mock Exam 2025, 18 pages. Read online or download the free PDF.

- Page: https://www.hlayiso.com/library/physics-grade-12-nsc-p1-qp-september-2025-north-west/78458d56-c252-4a97-8dc5-014056dfebcd
- Updated: 2026-09-27
- Subject: Physical Sciences
- Grade: Grade 12
- Document type: Question paper
- Year: 2025
- Exam period: North West Mock Exam
- Paper: 1
- Curriculum: CAPS
- Pages: 18

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## About this document

Physical Sciences · Grade 12 · North West Mock Exam · 2025. Question paper, 18 pages. Read online or download the PDF.

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## Document text

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### Page 1

education

Department:
Education

North West Provincial Government
REPUBLIC OF SOUTH AFRICA

NATIONAL SENIOR CERTIFICATE |

GRADE 12

PHYSICAL SCIENCES: PHYSICS (P1)
SEPTEMBER 2025

ee eee eee eee eee ee eee ees 2 ee fee ee 2 2 eo

MARKS: 150

TIME: 3 hours

This question paper consists of 15 pages and 3 data sheets.

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### Page 2

NW/September 2025

INSTRUCTIONS AND INFORMATION

ce Write your name on the ANSWER BOOK.

& This question paper consists of 10 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, e.g. between QUESTION 2.1 and
QUESTION 2.2.

6. You may use a non-programmable calculator.

Ts You may use appropriate mathematical instruments.

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, etc. where required.

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

12, Write neatly and legibly.

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### Page 3

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QUESTION 1: MULTIPLE-CHOICE QUESTIONS

Various options are provided as possible answers to the following questions.
Each question has only ONE correct answer. Choose the answer and write
only the letter (A-D) next to the question numbers (1.1 to 1.10) in the
ANSWER BOOK, e.g. 1.11 E.

1.1. Aman pushes a wall with a constant force F but the wall does not move.

Which of the following Newton’s laws of motion applies to this scenario?

(i)
(ii)
(iti)
A
B
Cc

D

First law
Second law
Third law

(i) only

(i) and (ii) only
(i) and (iii) only

(i), (ii) and Git) (2)

1.2 Acrate of mass m is sliding down a rough incline at a constant velocity.

Ss

8

Which ONE of the following statements regarding the magnitude of the
normal force acting on the crate is correct?

The magnitude of the normal force acting on the crate is ...

A

equai to the component of the weight of the crate which is
perpendicular to the slope.

equal to the component of the weight of the crate which is
parallel to the slope.

greater than the component of the weight of the crate which is
perpendicular to the slope.

greater than the component of the weight of the crate which is
parallel to the slope. (2)

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1.3. The velocity-time graph below represents the bouncing movement of a
bail. ignore the effects of air friction.

s/
§}

At (8)

P
¥

=
a

E
>

st

Which ONE of the following statements about the motion of the ball is

INCORRECT?
A The bail was dropped from a certain height.
B The bail lost some of its kinetic energy to heat and sound each
time it is in contact with the ground.
c The bal! experiences a constant acceleration each time it is in
the air.
D. The ball reaches maximum height 4 times after it was dropped. (2)

4.4 The net force F acts on an object of mass m to produce a change in
momentum of p per second. If the net force F is DOUBLED, the new
change in momentum will be ...

A
B
c

D

Ap
2 Ap
1
24P

4 Ap (2)

1.5 Ablock slides across a rough horizontal surface until it stops.

Which ONE of the following statements regarding the movement of the
biock is CORRECT?

A

B
Cc
D

The net work done on the block is negative.
The net force acting on the block is equal to ZERO.
The change in kinetic energy of the block is positive.

Mechanical energy during the motion of the block is conserved. (2)

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### Page 5

1.6 An astronaut studies a star that is moving away from the earth.

NW/September 2025

Which ONE of the following combinations of frequency and wavelength

is CORRECT about the star?
FREQUENCY WAVELENGTH
1A Increases Decreases
iB Increases Increases
|C Decreases Increases
D Decreases Decreases (2)
1.7 The electric field strength from a charged sphere q is E at a point that
is a distance r away from the sphere.
The electric field strength will be ... at a point that is 3 r from the same
charged sphere.
A ig
3
B Ze
bi
Cc 3E
D 9E (2)

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1.8 In the circuit diagram below, the battery has negligible internal
resistance. The resistance of the ammeter and the wires may also be

ignored.
iia}
© ©
V2 bd
“sa 1
(“)
The reading on voltmeter V3 is equal to ...
A Vix Vo
B Vit V2
Cc 2M
D ; M1 (2)
1.9 ADC motor has all these components except ...
A a cell or battery.
B carbon brushes.
Cc split ring commutator.
D slip rings commutator. (2)
4.10 The line absorption spectrum, in terms of the energy transitions of
atoms, will be from ...
A zero to high energy level.
B high energy level to zero.
Cc low to high energy level.
D high to low energy level. (2)
[20]

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QUESTION 2 (Start on a new page.)

Block A of mass 3 kg is connected to block B of mass 6 kg by a light
inextensible string passing through a frictionless pulley.

The 3 kg block lies on an incline that makes an angle of 30° with the horizontal.

Block B is pulled by a constant force F to the left, as shown in the diagram
below. The blocks have an acceleration of 2 m-s* to the left.

Block B
«FE Big

2.1 Define the term kinetic frictional force. (2)

The kinetic frictional forces acting on blocks A and B are 4,3 N and 7,2 N
respectively.

2.2 Draw a labelled free-body diagram showing ALL the forces acting on
block A. (4)

2.3. Calculate the magnitude of:

2.3.1 The tension in the string (4)
2.3.2 Force F (3)
2.4 How will the acceleration of block B change if the string breaks?
Choose from INCREASES, DECREASES or REMAINS THE SAME. (1)
[14]

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### Page 8

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QUESTION 3 (Start on a new page.)

Ball A is thrown vertically upwards from the top edge of a building which is
100 m high and reaches its maximum height after 1,5 seconds. Ball A strikes
the ground at time t.

An identical ball B is thrown vertically upwards from the same roof top when
ball A is at maximum height.

Both balls A and B strike the ground with the SAME VELOCITY.

(4,5 $ later}
Ball B
Height =
100m
Ignore the effects of air friction.
3.1. Explain what is meant by a projectile. (2)

3.2. Using EQUATIONS OF MOTION ONLY, caiculate the:
3.2.1. Maximum height reached by ball A above the ground (4)
3.2.2 Velocity at which bail B hits the ground (4)

3.2.3 Time it takes for both balls to hit the ground from the moment
they were thrown (3)

3.3. Draw a labelled velocity versus time graphs, on the same set of axes
for the motion of the two balls from the moment they were thrown until
they strike the ground.

Clearly indicate the following on the graphs:

The velocities with which each bail was thrown

The time at which bali B was thrown

The velocities with which the balls strike the ground

The time at which ball B strike the ground (5)
[18]

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QUESTION 4 (Start on a new page.)

Ball A of mass m moving to the right with a speed of 12 m-s” collides with a
stationary ball B of mass 3m. After collision, ball B moves to the right at
4,68 m-s7.

Before collision After collision
12 m-s* 4,68 m-s?
——P _ee
BailA Bali B BallA Ball B

Ignore all frictional and rotational effects.

4.1 Calculate the velocity of ball A after the collision.

4.2 Prove, showing ALL calculations, that the collision of the two balls is
INELASTIC.

If the value of m is 0,05 kg and the balls are in contact with each other for
0,03 s during the collision.

4.3. Define the term impulse.

4.4 Determine the force that ball A exerts on ball B during the collision.

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(4)

(4)

(2)

(3)
[13]

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### Page 10

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QUESTION 5 (Start on a new page.)

A 4 kg block slides down a slope. As it passes point A, which is 15 m above
the ground, its velocity is 3 m-s~. It slides down a smooth slope AB.

It then moves a distance of 18 m on a horizontal surface BC which applies a
constant, non-conservative force, on the block until it stops at point C.

B 18m >C

5.1. Name the non-conservative force acting on the block from point B to
point C. (1)

5.2 Using ENERGY PRINCIPLES ONLY, calculate the:

5.2.1 Speed of the block at point B (3)
5.2.2 Magnitude of the non-conservative force acting on the block
from point B to point C (4)
5.2.3 Coefficient of kinetic frictional force (3)
[11]

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### Page 11

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QUESTION 6 (Start on a new page.)

Musa is playing loud music from his car as he approaches Thabo who is
standing on the sidewalk. Thabo has a wavelength detector which registers a
wavelength of 350 mm coming from Musa’s car.

Take the speed of sound in air to be 343 m-s*.
Musa Thabo

6.1 State the Doppler effect in words. (2)
6.2 Calculate the:
6.2.1 Frequency of the detected wavelength by Thabo’s detector (3)

6.2.2 Wavelength of the sound produced by Musa’s car radio if the
car is moving at a constant speed of 30 m-s* (5)

6.3 Information of a distant star from earth is recorded in a laboratory and
the results are shown in the diagram below.

RED

Earih

6.3.1 Is the star moving TOWARDS or AWAY FROM the earth?

Choose from TOWARDS or AWAY FROM. (1)
6.3.2 Explain the answer to QUESTION 6.3.1 (2)
[13]

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### Page 12

NW/September 2025

QUESTION 7 (Start on a new page.)

In an atom, the proton, in the nucleus is 3 x 10°'? m away from an electron in
the orbital, as shown in the diagram below.

Proton (+)

(«) Electron (e1)
t = distance between them

7.1 Draw the resultant electric field pattern that exists between the

proton and the electron. (3)
7.2 State Coulomb’s Law in words. (2)
7.3 Calculate the electrostatic force beiween the proton and the electron. (3)

The atom now gains an electron which is placed in such a way that the three
particles make a right angle, as shown in the diagram below.

The distance between electrons e1 and e2 is equal to the distance between

the proton and electron e1. Assume that both electrons and the proton remain
stationary at those positions.

74 Calculate the:

7.4.1 Net electrostatic force on the electron e1 from the proton and
electron e2 (4)

7.4.2 Magnitude of the net electric field strength at electron e1 from
the proton and electron e2 (3)
[15]

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### Page 13

QUESTION 8 (Start on a new page.)

NW/September 2025

The circuit diagram below shows three light bulbs, a voltmeter, a battery and
two ammeters of negligible resistance.

L1, Le and Ls are IDENTICAL light bulbs, each with a resistance R.

The battery has an EMF of 26 V and an internal resistance of 0,6 Q.

Y

gi

2

poses SBN. a, 54
060 i a
+ t H| if

8.1. What is the function of the ammeter A: in this circuit?

8.2 When both switches are closed, Ai reads 5A.

Caiculate the:

8.2.1

8.2.2

8.2.3

8.2.4

Reading on ammeter Az
Value of R

Voltmeter reading

(1)

(3)
(5)
(3)

Energy dissipated by the light bulb that is in series with

ammeter Az in 2 minutes

8.3 Switch S2 is now OPENED and S: remains closed.

8.3.1

8.3.2

How will this change affect the value of the lost volts?

(3)

Choose from INCREASES, DECREASES or REMAINS THE (1)

SAME.

Explain the answer to QUESTION 8.3.1.

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(3)
[19]

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NW/September 2025

QUESTION 9 (Start on a new page.)

The simplified diagram below represents a DC generator with a coil rotating
clockwise and current flowing in the coil.

9.1 State the energy conversion that takes place in the generator. (2)

9.2 Whats the direction of the current in the coil? Write A to B or
BtoA. (2)

9.3. State TWO changes that can be made to the generator to increase the
EMF. (2)

A speaker is now connected to the device above, as shown in the diagram
below.

©

| SLAB ATCC |

The peak value of current of the speaker is 23 A and the speaker has a
resistance of 13 Q.

9.4 Define the roof mean square current. (2)

9.5 Calculate the:

9.5.1 Root mean square current of the speaker (3)
9.5.2 Peak value of the voltage (3)
[14]

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NW/September 2025

QUESTION 10 (Start on a new page.)

During a photoelectric investigation, a packet of light energy, A, of 4,8 x 10°19 J
is shone onto a metal surface, as shown in the diagram below.

®.,,

The metal surface has a threshold frequency of 8,1 x 1014 Hz.

10.1 Give the term for the underlined phrase above. (1)
10.2 Define the term threshold frequency. (2)
10.3 Will this packet of light energy be able to eject an electron from the
surface of this metal? Choose from YES or NO.
Support the answer with a suitable calculation. (4)
The packet of light energy, A, is now replaced by another one, B.
B with 7,68 x 10°'9 J is allowed to shine on the same metal surface.
10.4 Calculate the maximum speed of the ejected photoelectrons when the
packet of light energy, B, is shone onto the metal surface. (4)
10.5 How will the maximum speed of the ejected photoelectrons change if
the intensity of the light energy, B, is decreased?
Choose from INCREASES, DECREASES or REMAINS THE SAME. (1)
10.6 Explain the answer to QUESTION 10.5. (1)
[13]
TOTAL: 150

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### Page 16

NW/September 2025

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
Swaartekragversnelling g 9,8 m-s*
Radius — Aare ea ae em
5 li ms 9,11 x 10% kg

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TABLE 2: FORMULAE/TABEL 2: FORMULES
MOTION/BEWEGING

NW/September 2025

Ve= vit adt

Ax =viAt + sat? or/of Ay =viAt+ + aAt?

vi2=vi2+ 2aAx orlof ve2=vi2+ 2aAy

ax=(“*)at orfof Ay= Cat

FORCE/KRAG
Fret = ma p=mv
fo = N f= WKN
FreAt= Ap
w=mg
Ap = mvr- mvi
— n,n Mime _ 7 mime M M
F=G 2 or/of FeG—3~ 9°63 or/of g=Ga
WORK, ENERGY AND POWER/ARBEID, ENERGIE EN DRYWING
W = FAxcosé U=mgh orlof E,=mgh
1 1 Wret= AK  or/of Wnet = AEk
K=smv? orlof Ex= >mv?
2 2 AK =Kr—Ki or/of AEk = Ext — Exi

nc = AK + AU or/of Whe = AEx + AEp

WwW

Pore

Pave=FVave / Pgemia = FVgemia

WAVES, SOUND AND LIGHT/GOLWE, KLANK EN LIG

v=fA Tee
_VEVE l = Viv he
LS Viv, 8 ~ View > E=hf  or/of E=>

E=Wo + Eximaximaks) Or/of E=Wo + Kimaximaks) where/waar

1
E=hf and/en Wo=hfo and/en — Eximaximaks) = ; i a orlof — Kmaximaks = 2 MVinax/maks

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### Page 18

ELECTROSTATICS/ELEKTROSTATIKA

NW/September 2025

le

p KOs _kQ
ee ~
Ww F
Ve =
q q
Q Q
n=— orlof = n=—
e q

ELECTRIC CIRCUITS/ELEKTRIESE STROOMBANE

emf (€) = 1(R +r)

Vv

ea emk (€)=(R +)

Rs=Rit Rot...

4.1.1 q=lat

—=—+ —+,,

Rp Ri Ro

W=Vq =

sliboe 7

sasha eke
ms iv

“R

ALTERNATING CURRENT/WISSELSTROOM

= Imax = Imaks
Inms = Vz / Iwok = v2
Vi Vv,
Vins = 1 Vuk = ES

Pave = Vrms Inms / Pgem = Vwgk wok

Pave=lngR J Pao = 12,
vi, Vom
ave = ar 1 Pgem = —

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