# Physical Sciences Grade 12 P1 North West June 2025 QP

> Grade 12 Physical Sciences Paper 1 question paper from the North West June Exam 2025, 17 pages. Read online or download the free PDF.

- Page: https://www.hlayiso.com/library/physical-sciences-physics-grade-12-nsc-qp-p1-may-june-2025-north-west/1685a885-3527-422d-8057-7fc4ad5852df
- Updated: 2026-09-27
- Subject: Physical Sciences
- Grade: Grade 12
- Document type: Question paper
- Year: 2025
- Exam period: North West June Exam
- Paper: 1
- Curriculum: CAPS
- Pages: 17

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## About this document

Physical Sciences · Grade 12 · North West June Exam · 2025. Question paper, 17 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

PROVINCIAL ASSESSMENT

GRADE 12

eV ERS B RBA R CHEE SSKRECATHRARESSREREERS Bee eeee eee

PHYSICAL SCIENCES: PHYSICS P1
JUNE 2025

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MARKS: 150
TIME: 3 hours

This question paper consists of 14 pages and 3 data sheets.

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### Page 2

NW/June 2025

INSTRUCTIONS AND INFORMATION
1. Write your name on the ANSWER BOOK.

2. This question paper consists of 10 questions. Answer ALL the questions in the
ANSWER BOOK.

3s 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 open between two sub questions, e.g. between QUESTION 2.1 and

QUESTION 2.2.
6. You may use a non-programmable calculator.
Li 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
Ey
1.1. Which ONE of the following situations best describes the concept of inertia?
A_ Abicycle comes to a stop when brakes are applied.
B_ Asoccer ball that remains still until kicked.
C_ Achild runs into a wall and falls backward.

D A satellite orbiting the earth. (2)

1.2 Which ONE of the following statements is true regarding Newton's second
law?

A It applies only to objects at rest.

B_ It describes how velocity is affected by mass and force.

C It indicates that the force and acceleration are inversely proportional.

D_ It quantifies how the net force acting on an object affects its motion. (2)
1.3. Aball has a mass of 0,30 kg. It moves horizontally with a velocity of 3.0 m.s*

in the direction shown. The ball hits a wall and rebounds with a horizontal
velocity of 2.0 m.s".

3m-s' 2mst
> pula
@ @

What is the change in momentum of the bali?
A 0.3kg.m.s" left
B 1.5 kg.m.s™ right
C 1.5kg.m.s" left

D 5.0 kg.m.s" right (2)

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NW/June 2025

1.4 A toy train with the mass of 75 g moving backward at a constant speed, on a
horizontal track, collides with a stationary toy cart with the mass of 50 g and
moves together as shown in the diagram below.

TOY TRAIN CART

How will the impulse on the toy train compare to the impulse of the toy cart
during collision?

A
B
Cc
D

Equal to, but in the opposite direction.
More than, but in the opposite direction.
Equal to, but in the same direction.

More than, but in the same direction. (2)

1.5 Aball is thrown vertically upwards at initial velocity of Vi and acceleration a till
it reaches its maximum height y, it returns to the thrower’s hand with a final
velocity of Vr. The quantities Vi, Vr, a and y are related by expression:

VP= Vi? + 2ay

UPWARDS motion is taken as POSITIVE.

Which ONE of the following conditions apply to the formula?

A a is negative Vi is positive and Vr is negative

B ais positive Vi is negative and Vs is negative

Cc a is negative Vi is positive and Vs is positive

D a is negative Vi is negative and V+ is negative (2)

1.6 Which ONE of the following physical quantities is equal to the product of the
force and average velocity?

A

B

Average acceleration
Work
Average power

Energy (2)

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NW/June 2025

1.7 Two boys are pulling two identical objects at the same CONSTANT SPEED
up two different inclines, X and Y, with different gradients, but equal height.
Ignore the effect of friction.

=} 2

The magnitude of the force exerted by each of the boys, parallel to the incline,
and the work done by the gravitational force of each can be compared as

follows:
WORK DONE BY
MAGNITUDE OF FORCE GRAVITATIONAL FORCE
A Ex < Fy Wx > Wy
B Fx > Fy Wx > Wy
Cc Fx < Fy Wx = Wy
D Fx > Fy Wx = Wy (2)

1.8 A train is moving towards a stationary listener. The train sounds its horn.
What are the correct changes in frequency and wavelength as heard by the

listener?
Frequency Wavelength
A Higher Shorter
B Higher Longer
Cc Lower Shorter
D Lower Longer (2)

1.9 A team of hunters are researching about the movement of lions in the forest.
They plan to calculate the speed of a lion using Doppler effect. The lion roars
while moving towards the hunters who are in stationary car.

Which ONE of the following equations will be used by the hunters to calculate

the speed of the lion?

A B
fits. ME ~oM
f= 1+ v. fs SRESTAG
C D
f= TMs iret
Coy i eof, 2 (2)

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NW/June 2025

1.10 A source of sound with frequency of 1 000 Hz is moving with a constant
velocity of 20 m.s towards a stationery listener.

The ratio of frequency observed by stationary listener to the frequency of the
source is ... (Speed of sound is 340 m.s“).

A 17:16

B 16:17

Cc 1:1

D 17:18 (2)

[20]

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NW/June 2025

QUESTION 2 (Start on a new page.)

A bakkie with a mass of 900 kg, pulls a trailer with a mass of 150 kg, over a level
road in a westerly direction as shown in the diagram below. The engine of the
bakkie exerts a force of 8 000 N. The frictional force on the bakkie is 1 800 N and
that on the trailer is 300 N.

8000 N
eet
800 kg 150 kg
2.1 State Newton’s Second Law of Motion in words. (2)
2.2 Draw a labelled free-body diagram for all the forces on the bakkie. (5)
2.3 Calculate the acceleration that the system experiences. (5)

2.4 The mass of the trailer is now decreased.
How will this change the net force and the acceleration of the system?

Choose from INCREASE, DECREASE or REMAINS THE SAME. (2)
[14]

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NW/June 2025

QUESTION 3 (Start on a new page.)

A crate with a mass of 25 kg is at REST on an inclined plane that forms an angle of
30° to the horizontal.

3.1 Define the term frictional force. (2)
3.2 Draw a labelled force diagram of all the forces acting on crate. (3)
3.3. Calculate the component of the weight of the crate parallel to the plane. (3)

3.4 Suppose the coefficient of static friction between the surfaces of the crate and
the slope is 0,6. Determine the angle of inclination that results in a maximum

static friction force. (2)

3.5 How does an increase in the angle of incline affect the frictional force acting
on the crate? (3)
[13]

QUESTION 4 (Start on a new page.)

A car with a mass of 650 kg travels at a velocity of 60 km.h"' on a straight horizontal
road and crashes the back of a truck with a mass of 1 000 kg that is travelling in
the same direction at 8,33 m.s“. Immediately after the collision, the truck travels at
10 m.s" in the original direction of motion. (Ignore the effect of friction.)

s0kmh! 833ms" v=? ¥=10ms*

4.1 State the principle of conservation of linear momentum. (2)
4.2 Calculate:

4.2.1 The speed of the car immediately after the collision. (5)

4.2.2 The total kinetic energy of the system both before and after the collision
and conclude whether the collision is elastic or inelastic. (6)

4.3 During collision, the car and the truck exert forces on each other.

Name and state Newton's Law of Motion that relates the magnitudes of forces
that the car and the truck exert on each other. (3)
[16]

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QUESTION 5 (Start on a new page.)
The picture below shows a basketball player that shoots a 650 g basketball. The net
force acting on the ball increases linearly from 0 N to 22 N during the first 0,15 s while

it is in contact with his hand. During the next 0,25 s the net force decreases linearly to
ON.

5.1 Define the term impuise. (2)
5.2 Draw a graph of net force acting on the ball as a function of time. (2)
5.3 Use the graph in QUESTION 5.2 to calculate:
5.3.1 The magnitude of impulse provided to the basketball. (3)
5.3.2 The speed of basketball when it leaves the hand of the shooter. (4)

5.4 How would the ball’s speed be affected if the same impulse was provided to a
ball with less mass? Write only INCREASE, DECREASE or REMAINS THE

SAME. (1)
5.5 Give a reason for the answer in question 5.4. (2)
[14]

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### Page 10

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QUESTION 6 (Start on a new page.)

The following velocity-time graph below shows the motion of a ball that is thrown
upwards. It reaches a maximum height, falls back to the ground and then bounces
up again.

mas
rs
ww

Velocity (m-s") :

9.8

6.1. What sign (POSITIVE or NEGATIVE) was chosen for the upwards motion? (1)

6.2 Calculate:
6.2.1 The slope of the graph between t =2 s and t =3 s. (3)
6.2.2 Which physical quantity does the slope in 6.2.1 represent? (2)

6.3 Use the graph to determine the velocity at which:

6.3.1 The ball was thrown upwards. (3)
6.3.2 The ball hit the ground. (2)
6.3.3 The ball left the ground after it bounced. (2)

6.4 Describe the position of the ball at:

64.1 t=05s (1)
64.2 t=1s (1)
64.3 t=3s (1)

6.5 WITHOUT THE USE OF ANY EQUATION OF MOTION, determine the height
above the ground from which the ball was initially thrown. (4)
[20]

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### Page 11

NW/June 2025

QUESTION 7 (Start on a new page.)

Ball X is thrown vertically upwards. At the same time ball Y was dropped
downwards from a height of 30 m above the ground.

wa

TZ

7.3

74

7.5

30m

Define the term Projectile. (2)
What will the velocity of ball X at its maximum height be? (1)

At what velocity must X be thrown to reach a maximum height of 30 m above
the ground? (4)

Calculate the time that it will take for the two balls to pass each other? (7)

On the same set of axes, draw the position-time graphs for the motion of ball
X and ball Y.

Clearly indicate the following on the graph:

e For ball ¥, from the moment it was dropped until it reached the ground.
e For ball X, from the moment it was projected till it reached the maximum
height.
e Use the ground as zero position.
e Label the graphs X and Y. (3)
[17]

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### Page 12

NW/June 2025

QUESTION 8 (Start on a new page.)

At Gold Reef City Park, a train toy of mass 120 kg travels without propulsion along
a track as shown in the diagram below. It starts from rest at point A and travels past
points B and C. Section ABC is FRICTIONLESS. The train continues to point D and
then up to point E.

8.1. State the principle of conservation of mechanical energy. (2)
8.2 Calculate the speed of the toy train as it moves past point C. (4)

8.3 At point C the toy train's velocity is 10,84 m.s. Going through the ROUGH
section CDE its speed decreased by 90% by the time it reaches point E.

Calculate the amount of heat generated during this part of the ride due to

friction between the track and the wheels of the train. (4)
[10]

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QUESTION 9 (Start on a new page.)

A loaded bakkie travels up a slope as indicated below. The total mass of the bakkie
and the load is 1 750 kg. It is driven at a CONSTANT VELOCITY of 20 m-s*! and
travels for 570 m up to the top of the slope, 55 m above the ground level.

55m

The work done by friction is 5,84 x 108 J.
9.1 Define the term non-conservative force. (2)

9.2 Calculate the applied force by the engine of the bakkie, as it is moving up the
incline. (5)

9.3 What was the net force on the bakkie at a point halfway up the slope? (1)

9.4 In another scenario the empty bakkie, with a mass of 1100 kg, travels down the
slope and accelerates from 20 m.s” at the top of the slope, to 25 m.s", at the
bottom of the slope. The average frictional force is 6,44 x 10° N.

Calculate the work done by the engine while the bakkie is accelerating. (5)
[13]

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NW/June 2025

QUESTION 10 (Start on a new page.)

A fire engine travelling at constant velocity of 30 m.s’ approaches a stationary
listener with its siren emitting a frequency of 458 Hz. The listener hears a change
in pitch as the train approaches him, passes him and moves away from him.

10.1 Name the phenomenon that explains the change in pitch heard by the
listener.

10.2 Calculate the frequency of the sound that the listener hears while the fire
engine is approaching him. Use the speed of sound in air as 340 m.s*.

10.3 How will the frequency heard by the listener change as the fire engine passes
and moves away from the listener?

Write down only INCREASE, DECREASE or REMAINS THE SAME.

10.4 How will the frequency heard by the fire engine driver compare to that of
sound waves emitted by the fire engine siren? Write only GREATER THAN,
EQUALS TO or LESS THAN.

Give a reason for the answer.

10.5 Mention THREE practical applications for the above mentioned phenomenon
across different fields.

10.6 How does the above mentioned phenomenon provide evidence for the
expansion of the universe?

TOTAL:

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(1)

(4)

(1)

(2)
(3)
(2)

[13]
150

### Page 15

NW/June 2025

DATA FOR PHYSICALSCIENCES 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

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### Page 16

TABLE 2: FORMULAE/TABEL 2: FORMULES

NW/June 2025

MOTION/BEWEGING
Vp =yyrant dx =v,At+Jaat® or/of Ay =v At +iaat?
Vv, =v," - 2arx orfof v7 =v? +2aay | Ax ~( 7 : Jas orfof Ay = (“eta
FORCE/KRAG
Fa =ma
f" SH,N
F,,,At = Ap
Ap=mv,- my,
F=G 3 2 orof oot g=oM
WORK, ENERGY AND POWER/ARBEID, ENERGIE EN DRYWING
W =FAxcos@ U=mgh oof £,.=mgh
1 1 Whe =AK orlof = Wh. = AE,
K= 2 mv? oof = E,= 3 mv?
AK=K,-K, orof AE, =E, -E,
Wy: * AK +AU orlof W,, = AE, +AE, -“
Pare =FVave / Pyemia = FVgemid
WAVES, SOUND AND LIGHT/GOLWE, KLANK EN LIG
1
vafi T= °;
viv Viv he
f, = tL" f, = Lf et
Vay," or/of viv,” E=hf orlof E= =
EW t Egy OOF E=Wo+Kg, where
E=hf and W,=hf, and E,,... = 5 Va or Kos = 5 Vu
E=Wa, + Evens) Of E=W,+K,,.,, waar
1 1
E=hf en W, =hf, en Exc) = BMV Of Kmraag = 2 MVinais

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### Page 17

NW/June 2025

ELECTROSTATICS/ELEKTROSTATIKA

#|9

orlof n

ELECTRIC CIRCUITS/ELEKTRIESE STROOMBANE

Vv ~ emf (£)=I(R +r)
R=—
I emk (£) =(R +r)
R, =R, +R, -...
pie lees q- Int
R Ri
W=Vq p.
at
W=VIAt
P=VI
w=FPRAt
P=PR
VAt
We v2
R P=—_—
R

ALTERNATING CURRENT/WISSELSTROOM

Pava'= Venue. f Promsadoia= Vegi ge
1. = Ime n = Frais.
ms
Pa 2
v2 Bag = TR ! Premigdeis= TR
V, V,
Ving = EEE / Voge = 222 v2 v2
V2 U2) | Pie “m1 Pisa =

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