REPUBLIC OF SOUTH AFRICA
GRADE 12
NATIONAL
SENIOR CERTIFICATE
SBS RRR RR RRS RZ ETERS Sees esasasaese
PHYSICAL SC 1 (PHYSICS)
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MARKS: 150
TIME: 3 Hours
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Physical Sciences Grade 12 P1 KZN June 2023 Paper & Memo
Grade 12 Physical Sciences Paper 1 question paper and memo from the KZN June Exam 2023, 31 pages. Read online or get the free PDF download.
Physical Sciences · Grade 12 · KZN June Exam · 2023. Question paper and memorandum, 31 pages. Read online or download the PDF.
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- 2023
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June 2023 Common Test
NSC
INSTRUCTIONS AND INFORMATION
4, Write your NAME in the appropriate spaces on the ANSWER BOOK.
Z, This question paper consists of EIGHT 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.
rs 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 et cetera where required.
11. You are advised to use the attached DATA SHEETS.
12. Write neatly and legibly.
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Physical Sciences P1 3 June Common Test
NSC
QUESTION 1: MULTIPLE-CHOICE QUESTIONS
Various options are provided as possible answers to the following questions. Choose
the answer and write only the letter (A-D) next to the question number (1.1-1.10) in the
ANSWER BOOK, for example 1.11 D.
141 An object is moving to the left at constant velocity when a force F acts on it.
The magnitude of the frictional force acting on the object is...
zero.
smaller than F.°
equal to F.
00 80 >
larger than F.
(2)
1.2 A horizontal force F is applied to the block X of mass M, which is in contact
with another block Y of mass m on a smooth surface.
Xx
Y
m
ee wer a Y
. The magnitude of the force exerted on block Y by block X is...
A mF
M
5 a
M+F
c m
_mF_ :
D M+m (2)
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NSC
June Common Test
13 Four planets |, Il, Ill and IV are shown below. Their masses are M, 4M, 4M
and 16M respectively.
OOO
Radius= R Radius= R Radius= 2R Radius=2 R
Which of the above planets will have the same gravitational accelerations?
A }1, Illand iv
B J Il, Iland tv.
c |!andil
Ill and IV
p |!and til
Il and IV (2)
r
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NSC
1.4 A person dives from a high platform into a pool as shown below. Ignore the
effect of air friction.
c
D
4B
Pewars
At which ONE of the positions A, B, C or D will the magnitude of his
momentum be a maximum?
A _ Position A
B_ Position B
C_ Position C
D Position D
1.5 If the momentum of an object is doubled, then the kinetic energy of the object m
Bic
A halved.
B doubled.
c three times greater.
D four times greater . (2)
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1.6 Consider the statements below:
|. Work is done on an object only when a force displaces the object in the
direction of the force.
iT chanical energy is conserved only in the absence of non-
c ative forces.
Ul. ork done on an object by a net force is equal to the kinetic energy
object.
Which of the above statements is/are TRUE?
Only I.
A
Bland Il only.
C_ilonly.
D1, land Wl. (2)
yg The hooter of a car emits sound waves of constant frequency as the car
moves away from a stationary listener.
Which of the following properties of the sound waves heard by the listener will
NOT change?
A Velocity
B Frequency
C Wavelength and frequency
D
Frequency and loudness (2)
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NS
1.8 Three charged spheres, P, Q and R are arranged as shown below. Q is
POSITIVELY charged. Spheres Q and R are a distance d from each other and
carry charges of +q and —q respectively. The magnitude of the charge on sphere
P is NINE times greater than that on sphere Q.
—
Q R
l€ lk ——!
I x I d I
Which ONE of the following combinations of factors will cause the net
electrostatic force on charge Q to be ZERO?
Charge on sphere P Distance X
A Positive 45d
B Positive 3d
Cc Negative 45d
D Negative 3d
(2)
1.9 A cell is connected to a resistor and an open switch. Five points are labelled
D, E, F, G and H respectively.
Ee | D
oe I oe
1!
s
\__»_____[R_}-—e—_+- 2
F S H
A VOLTMETER has a ZERO reading if it is connected across points...
A ED
B FH
C FG
D GH (2)
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1.10 In the circuits below, the emf of the batteries is the same and all the light
bulbs are identical. The resistance of the connecting wires and internal
resistance of the batteries are negligible. The power in bulb X is P.
The power in bulb Y is...
A
MP
B
ye
Cc 2P
D 4P
(2)
[20]
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QUESTION 2
2.1 In the diagram below, a 2 kg block is connected to a 1 kg block by means of a
light inextensible string. The blocks are pulled up an inclined plane, which
of 28° with the horizontal. The sides of the blocks which touch
ne have the same area.
30 N
28°
The kinetic frictional force between the 1 kg block and the inclined plane is 4 N
while the kinetic frictional force between the 2 kg block and the inclined plane
is 8N.
2.1.1 State Newton's Second Law of Motion in words. (2)
2.1.2 Draw a labelled free-body diagram showing ALL the forces acting on the
1 kg block as it moves up the inclined plan. (5)
2.1.3 Calculate the magnitude of the tension in the string connecting the
blocks by applying Newton’s second law separately to each of the
blocks. (5)
The ‘two blocks are interchanged so that the SAME 30 N force is now acting on the 2
kg block along the inclined plane, as shown in the diagram below.
30 N
2.1.4 How will the acceleration of the system ft Choose from:
. INCREASES, DECREASES or REMAINS THE SAME. (1)
2.1.5 How will the tension in the string connecting the two blocks change?
Choose from: INCREASES, DECREASES or REMAINS THE SAME. (1)
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NSC
2.2 The mass of the Sun is 330 000 times greater than that of = Earth.
The distance between the centres of the Sun and the Earth is 1,38 x 10° m.
2.2.1 State Newton's law of Universal Gravitation in words. (2)
2.2.2 Galculate the gravitational force that the Sun exerts on the Earth. (4)
lan
2.2.3 {H6W will the gravitational force that the Earth exerts on the Sun compare
jte-the answer calculated in QUESTION 2.2? Choose from: GREATER
/FHAN, LESS THAN or EQUAL TO.
Name the law that supports your answer. (2)
[22]
QUESTION 3
A stone is thrown vertically upwards from the top of a tower (point A). The stone then,
on its way down, passes point A after 3 seconds. Ignore the effects of air friction.
41,6m
ee eee eee eae Se
3.1 Define a projectile (2)
3.2 Calculate the magnitude of the velocity with which the stone was thrown. (3)
3.3 Calculate the maximum height above point A reached by the stone (3)
3.4 Onits way down the stone takes 0,1 s to pass a window of ytd m, as shown
in the diagram above. The top of the window is at a height of 41 Sim from the
ground. Calculate the height H of the tower. Fa (7)
3.5 USING THE GROUND AS REFERENCE, sketch a position-time graph for the
entire motion of the stone. Indicate the height of the tower. (3)
[18]
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NSC
QUESTION 4
4.1. Accricket ball of mass 0,15 kg is thrown vertically downwards with an initial speed
of 8 m:s"' from a height of 2,5m.
—
4.1.1 8,the Law of conservation of mechanical energy in words.
ENERGY PRINCIPLES, determine the velocity with which the ball
s the ground.
4.1.2
The ball bounces vertically off the ground and reaches a height H. The ball was in
contact with the ground for 0,1 seconds. The ground exerts a force of 25,55 N on
the ball.
4.1.3. Define Impulse
4.1.4 Calculate the height H
4.2 Students are performing an experiment in the laboratory. A 0,9 kg trolley is
travelling with a constant velocity of 2,4 m-s*t on a long frictionless track when a
block of mass m is dropped vertically onto it. The trolley with the block on it
moves with velocity v as shown in the diagram.
The following position vs time graph for the trolley is drawn.
10,2 f=---*-------2ee--c enn nn nnn nnn monn o5s
Position
(m)
4B fa-secesses-s--
No bene wn need
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(4)
(2)
(6)
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4.2.1 | USE THE GRAPH to determine the magnitude of the velocity of the trolley
after the block is dropped on the trolley. (3)
4.2.2 State the principle of conservation of linear momentum in words. (2)
4.2.3 Caléulate the mass m of the block. (4)
a [23]
QUESTION 5 ra
5.1 Acart of mass 2 kg is travelling with an initial speed of 1,5 m-s' when it is pulled
by a horizontal force F of unknown magnitude over a distance of 2,5 m.
A frictional force of 26 N acts on the cart as it moves. The cart reaches a speed
of 4m:s".
2 kg F
[7 B
« >
2.5m
5.1.1 State the work-energy theorem in words. (2)
5.1.2 | Using ENERGY PRINCIPLES, calculate the magnitude of the force F (4)
5.2 A windmill on a farm is used to pump stationary water, from point A, in a well.
The water flows past point B, 35 m above point A, at a speed of 2,1 m-s".
5.2.1. Define a non-conservative force. (2)
5.2.2 The pump in the windmill is rated at 500 W. Calculate the mass of water
flowing past point B every minute. (5)
[13]
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N
QUESTION 6
6.1 The siren of a car emits sound waves of frequency 650 Hz. The car is driven at
constant speed along a straight horizontal road . A detector placed on the side of
the road ters changes in the pressure of the air caused by the sound waves.
AIR PRESSURE VS TIME
>
an time (x 10+ s)
Air pressure
'
Assume that the speed of sound in air is 340 m:s".
6.1.1. State the Doppler effect in words. (2)
6.1.2 Is the car moving TOWARDS or AWAY FROM the detector? Motivate
your answer by means of a calculation. (3)
6.1.3. Calculate the speed of the car. (4)
6.1.4. State TWO applications of the Doppler effect in medicine. (2)
6.2. The spectral lines observed for a distant star show that the star is moving away
from the Earth. Explain, by referring to frequency, how one can deduce that the
star is moving away from the Earth. aaa (2)
foo [13]
i
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NSC
QUESTION 7
7.1 Two identical metal spheres, P and Q are suspended from a wooden bar by light
inextensible strings as shown in the diagram below. The distance between the
centres ie spheres is d metres. The charge on the spheres are —-4 pC
iierececay,
ar
and +8
7.1.1 Sphere Q experiences an electrostatic force.
In which direction will sphere Q move? Choose from: TO THE LEFT or
TO THE RIGHT.
The spheres are now brought into contact with each other and are then
separated by distance d metres again. The spheres exert a force of 0,8N on each
other.
7.1.2 Calculate the net charge on each sphere
7.1.3. Draw the electric field pattern due to the two spheres.
7.1.4 Calculate the number of electrons transferred during contact.
7.1.5 Calculate the distance ,d, between the two spheres.
7.2 Charges of +4 uC and —3 pC are placed a distance 0,2 m apart on a straight line,
as shown below. Point P is located 0,1 m to the right of the -3 C charge.
7.2.1. Define electric field at a point.
7.2.2 Calculate the net electric field at point P
A sphere carrying a charge of +6 uC is now placed at point P. It experiences an
initial acceleration of magnitude 5 x 10? m-s7.
7.2.3 Calculate the mass of this sphere.
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(1)
(2)
(3)
(2)
(4)
(2)
(5)
(3)
[22]
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NSC
QUESTION 8
8.1 The circuit below is used in an experiment to determine the resistance of
resistor X.
|
| |
12V
The 12 V battery has negligible internal resistance. When switch S is closed, the
reading on the ammeter is 0,5 A.
8.1.1 State Ohm's law in words. (2)
8.1.2 Calculate the resistance of resistor X. (4)
8.1.3. During the experiment the switch is closed for very short periods of time.
Give a reason for this. (1)
8.2 Study the circuit below. The battery has an emf of 12 V with negligible internal
resistance.
129 8a
A
169
49
<=
12V
Switch S is closed.
8.2.1 Write down the potential difference across the 4 Q resistor. (1)
8.2.2 Calculate the reading on the ammeter. (4)
8.2.3. Calculate the energy dissipated in the 12 Q resistor i inutes. (4)
8.2.4 The 12 Q resistor is now removed from the circuit. How will the reading
on the ammeter be affected?Choose form INCREASES, DECREASES
or REMAINS THE SAME. Explain the answer. (3)
[19]
TOTAL: 150
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ISC
DATA FOR PHYSICAL SCIENCES GRADE 12
PAPER 1 (PHYSICS)
at GEGEWENS VIR FISIESE WETENSKAPPE GRAAD 12
VRAESTEL 1 (FISIKA)
TABLE 1--PHYSICAL CONSTANTS/TABEL 1: FISIESE KONSTANTES
NAME/NAAM SYMBOL/SIMBOOL | VALUE/WAARDE
jihles saminda G 6,67 x 10 Nm2kg?
po iia c 3,0 x 10° m-s*
ali ier h 6,63 x 10 J-s
persotee aie k 9,0 x 10°N-m?-C?
ta peat £ 16x10"C
zeal Me 9,11 x 10°" kg
a ser dacd M 5,98 x 10" kg
fos vga Re 6,38 x 10° m
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June Common Test
NSC
TABLE 2: FORMULAE/TABEL 2: FORMULES
MOTION/BEWEGING
Vp = Vi + aAt> Ax=v,At+iadt? or/of Ay =v,At+ ast?
Zon,
V, =v? +2aAx or/of v,2=v,2+2aay | Ax= (“Jat orlof Ay = (“eau
lana 2 2
oh
FORCE/KRAG
Fret = Ma p=mv
en =U,N f, =—,N
FieeAt =
nett = Ap wamg
Ap= mv, - mv,
M
F=oue oof F=G ae g -c4 oof 9g =Gz
WORK, ENERGY AND POWER/ARBEID, ENERGIE EN DRYWING
W-=Faxcos6 U=mgh offof Ep =mgh
; / W,,-4K oof W,,=AE,
K=-mv? offof_—sE, =>
2 AK=K,-K, offof AE, =E,,-E,,
W,, =AK+AU O1/0f Wye = AE, +AE, Pa
Pa =Fva / Pagemid = FVgemia
WAVES, SOUND AND LIGHT/GOLWE, KLANK EN LIG
v=f2
viv +
mall © {at
viv, viv,
E=hf and/en W, =hf, and/en Eynar
=SV2
E=W, +Exmay ONOfE=W, +K,., where/waar
1
orfof Kj, =>MVv?.,,
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June Common Test
ELECTROSTATICS/ELEKTROSTATIKA
ELECTRIC CIRCUITS/ELEKTRIESE STROOMBANE
R V emf (€ = (R+1)
. emk (€)= 1(R +1)
R, =Ry+Ry+
V4 4 q=I At
— = + —
R, R, R
W=Vq pW
At
W=VIat
P=VI
W=FRat
oi P=PR
W= 2
R piv
R
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EDUCATION
REPUBLIC OF SOUTH AFRICA
150
This Marking Guideline consists of 13 pages.
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QUESTION 1: MULTIPLE-CHOICE QUESTIONS
1.1 Cvv
1.2 Dv
1.3 Dv
1.4 AVY
1.5 Dv v (Accept B)
1.6 Cvv
1.7 AVY
1.8 Dvv
1.9 Cyvv
1.10 Dvv
[20]
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QUESTION 2
2.1
2.1.1. When anet force is applied to an object, it accelerates the object in the direction
of the net force. The acceleration is directly proportional to the net force and
inversely-proportional to the mass of the object.v
(2)
N/Fy Fa
T
/Fs
w/F,
Notes: Accepted Labels MARK
w_| F,/Fw/weight/9,8 N/mg/gravitational force v
f__| Filfk/friction v
N_| FN/Normal v
T_| FT/Tension force v
Fa | 30 N/F v
Any additional force: deduct 1 mark maximum (maximum 4/5)
Lines must touch dot/square otherwise (maximum 4/5)
Accept if components of gravitational force provided instead of Fg (5)
2.1.3 For the 1 kg block:
Fret = ma
F - (T+mg sin@ + fx) = ma
30 - {T+(1)(9,8)(sin28°) +4} = (1)(a)Y¥
21, 399-T=a (1) Any one ¥
For the 2 kg block:
Fret = ma
T-(mg sin@ + fx) = ma
T-{(2)(9,8)(sin28°) + 8} = (2)(a)¥
T - 17,201 = 2a ............ (2)
ura
Substitute for T from equation (1) fan
(21,4 - a) - 17,2 = 3av a
4,198 = 3a
a=1,4 ms?
T=21,399-a
1,399 - 1,399
ONY (5)
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2.1.4 REMAINS THE SAMEY (1)
2.1.5 DECREASESY (1)
2.2
2.2.1 Every in the universe attracts every other body with a force that is directly
al to the product of their massesY and inversely proportional to the
squaréofithe distance between their centres. ¥ (2)
co
2.2.2 =m Vv
(5,98%10* )[(330000)(5,98x10%)] ¥
(1,38x10°P vy
F=4,13x10"N ¥ (4)
F =(6,67*10"")x
2.2.3 Equal to.”
Newton's third law is obeyed.v (2)
[22]
[EEE
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QUESTION 3
3.1. Object movingY under the influence of the gravitational force onlyY (2)
3.2 OPTION 14 OPTION 2
Upward positive: Upward positive:
\tv Ay = viAt + % aAt? ¥
O= Vi +(4918)1,.5¥ 0 =vi(3) + % (-9,8)(3)? ¥
« Vi = 44% mst ¥ «Vi = 14,7 mst v¥
Upward negative: Upward negative: (3)
Vr=Vi + adtY Ay = viAt + % aAt? ¥
0 = Vi +(9,8)1,5¥ 0 =vi(3) + % (9,8)(3)? ¥
- Vi =-14,7 ms « Vi =-14,7 ms"!
«Viz 14,7 mst v «Viz 14,7 mst v¥
3.3
3.4
POSITIVE MARKING FROM Q3.2
Upward positive:
ve = vi2 + ZaAyY
0 = 14,72 + 2(-9,8) AyY
Ay = 11.025mYv
Upward negative:
ve = vi2 + ZaAyY
0 = (-14,7)? + 2(9,8) AyY
Ay = -11.025m
-. max height reached = 11,025 mv
(3)
POSITIVE MARKING FROM Q3.3
Ay = viAt + % aAt? ¥ ve = vit + 2ady
v =vi(0,1) + % (9.8)(0,1)? ¥ 19,51v = 14,72 +2(9.8)AyY
vi = 19,51 m-st Ay = 840m
(7)
Height = 41,6 +v 8,4 = 50 mv
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3.5 POSITIVE MARKING FROM Q3.4
Upward positive:
50
position(m)
0 >
time (s)
Upward negative:
A
Oo >
time (s)
position(m)
ch
ro)
v
Criteria for graph
Marks
Correct shape.
Final position lower than initial position.
Graph ends on x axis and starts from height of tower
(3)
[18]
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QUESTION 4
4.1
4.1.1 Total mechanical energy in an isolated system remains constant / is
C (2)
4.1.2
Ew t p) = Em total (bottom) | Any one Y
(Ep + Ek)top = (Ep + Ek)sottom
(0,15 x 9,8 x 2,5) + % (0,15) x 8*V¥ = 0 + 40,15 vv
V = 10,63 m-s'¥
OPTION 2
Whe = AEp + AEx ¥
O = [0-(0,15x9,8x2,5)] ¥ + [40,15 v2 - % (0,15) x 87] ¥
V = 10,63 m-s'¥
OPTION 3
Wnet = AEx Vv
Wrg = %mve - %mvi Any one
mgAx Cos@ = %mvr - % mvt
0,15(9,8)(2,5) Cos 0°Y = % 0,15 v2 - % (0,15) x 82 ¥
V = 10,63 m-s'v (4)
4.1.3 Product of the net force and the time” for which the force actsY (2)
4.1.4 Fground = Fnet + Fgravity
25,55 = Fnet_+ (0,15 x 9,8) ve = vi2 + ZaAyY
Fret = 24,08 N 0 =5,422 + 2(-9,8) VAy
Fret.At = Ap Ay = 1,5 mv
24,08 x 0,1Y = 0,15v -0,15(-10,63)”
= 5,42 m:s™ (6)
=
=
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4.2
4.2.1
4.2.2
4.2.3
In an isolated system the total linear momentum is conserved. Vv ¥
(p total) before = (p total) after v Any one
miv1 + Mav2 = (m1 + Ma)vr
(0,9)(2,4) + 0 v= (0,9 + m)(1,8) ¥
m = 0,3 kg¥
QUESTION 5
5.1
5.2
5.1.1
5.1.2
5.2.1
5.2.2
The net work done on an object is equal to the change _in kinetic energy
of the object.vv
W. =AE,
Fnet Ax cos © = % mv - % mvi2
Fnet x 2,5”_ =14(2 x 42) -% (2 x 1,52) ¥
Fnet =5,5N
Fnet = F - fk
5,5 =F -26
F =31,5NY
A force for which the work done in moving an object between two points
is dependent on the path taken. vv
P= Whe
At
P = AEp + AEk
At
500Y = m(9,8) (35 — 0) ¥ + % m (2,12-0) ¥
60
v Any one
m =87kgy (86,9 kg)
[EEE
(3)
(2)
(4)
[23]
(2)
(4)
(2)
(5)
[13]
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QUESTION 6
6.1
6.1.1 loppler effect is the change in frequency (or pitch) of the sound detected
listener, because the sound source and the listener have different
ities relative to the medium of sound propagation.v ¥
pler effect is the change in frequency (or pitch) of the sound detected
by a listener, when there is relative motion between the sound source and
the listener. v ¥
6.1.2 1,25
Pie
1,25 _ 1
f= 17,36 x10~* I f= 13,89 x1074
f = 720,05 Hz
fl >fs.v Towards. ¥
POSITIVE MARKING FROM 6.1.2
_V#V,
VEVs
v
720,05 Co v
S,
Vear = 33,06 mst¥
if
fs¥
Determine whether arteries are clogged.v
Determine heartbeat of foetus. v
6.2 Frequencies of the spectral lines decreasev v. OR frequencies of light emitted by
these stars are red shifted.
(2)
(3)
(4)
(2)
(2)
[13]
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QUESTION 7
7.1
7.1.1
(1)
7.1.2
maul -4x10%+8x10% y
—Ora = 2
Q,,, =2*10°C
“.Q, =2*10°C - Any one v
1Qg =2*10°C (2)
7.1.3
Criteria for sketch: Marks
Correct direction of field lines. v
Shape of the electric field. v
No field line crossing each other /
Field lines start from the sphere / | ¥
No field lines inside the spheres.
(3)
7.1.4 POSITIVE MARKING FROM 7.1.2
AQ=Q-Q,
= 210% ~ (-4x105)
a — al = 6x106C
e
n= 6x10* v
1,6«10"9
n= 3,75x108V
(2)
Downloaded from Stanmorephysics.com
7.2
7.2.1
7.2.2
7.2.3
cl
oe: (9x10°)(2
x10°)(2x10°
e-? od
g, = (9*10°X4x10%)v
E,=4x10°N-C*
_(9*10°)(3x10%)
(0,1)°
Es = 2,7 x 10°N-C*
E,
E,+E,=E,
E,=4x10°-2,7x10° ¥
E, =2,3x10°N-C" Left ¥
Fij=mai vy
-.QE=ma
_ QE
a
- (6x10*)(2,3x10°) v
(5x 107)
m = 2,7 x 107 kg ¥
m
POSITIVE MARKING FROM QUESTION 7.1.2
F=
Force experienced per unit positive charge placed at that point. vv
MARKING CRITERIA:
e Electric field formula ¥
e Substitution into electric field
due to 4uC charge. ¥
e Substitution into electric field
due to -3yuC charge. ¥
e Subtracting the two electric
fields. ¥
e Final answer, including
direction. ¥
MARKING CRITERIA:
e Equating electrostatic force to
net force v
e Substitution for Q, E anda. ¥
e Final ancwetat
i
(4)
(2)
(5)
(3)
[22]
Downloaded from Stanmorephysics.com
QUESTION 8
8.1
@ potential difference across a conductor is directly proportional to the
nt in the conductor at constant temperature. v ¥ (2)
ION 1
Rv
tot
12=(0.5)R,¥
“R= 240
wR.= (24-8) =16QV
OPTION 2
V=IRY
= (0,5)(8) ¥
=4V
oV=(12-4)¥ =8V
V=IR
8 = (0,5)(R,)
aR = v
R=160 (4)
8.1.3 Keep temperature of conductor constant ¥ (1)
8.2
8.2.1 12Vv (1)
8.2.2 OPTION 4 OPTION 2
VE LR a
12=1(4)v BR Rt R
I=3A
V.=ILR IR=1R
12=1,16 OR (3)(4)=1,,(16) Rp =3,2.9
|= 0,754 = 0,754
| = (3 +¥ 0,75)
= 3,75 AY
(4)
Downloaded from Stanmorephysics.com
8.2.3 OPTION 14 OPTION 2
_ Vat v =I(R,+R,)
R oe = (20)
g - Kv 1=0,6A
eye
_ v w=P RAtY
© (0.6)'(12)Y (120) v
518,4 Jv
(4)
8.2.4 REMAINS THE SAME-V. Potential difference across the 16Q and 4 Q
resistors in parallel remain the samev Vv (3)
[19]
TOTAL: 150
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