JUNE EXAMINATION
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Physical Sciences Grade 12 P1 Gauteng June 2025 Memo (Afr)
Grade 12 Physical Sciences Paper 1 memorandum from the Gauteng June Exam 2025 (Afrikaans), 15 pages. Read online or download the free PDF.
Physical Sciences · Grade 12 · Gauteng June Exam · 2025 · Afrikaans. Memorandum, 15 pages. Read online or download the PDF.
- Subject
- Physical Sciences
- Grade
- Grade 12
- Language
- Afrikaans
- Document type
- Memorandum
- Year
- 2025
- Exam period
- Gauteng June Exam
- Paper
- 1
- Curriculum
- CAPS
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- 15
- File size
- 662.0 KB
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PHYSICAL SCIENCES: PHYSICS
MARKING GUIDELINES
FISIESE WETENSKAPPE: FISIKA
NASIENRIGLYNE
(PAPER/VRAESTEL 1) GR12 0625
QUESTION 1/VRAAG 1
1.1 C (2)
1.2 D (2)
1.3 B (2)
1.4 A (2)
1.5 C (2)
1.6 A (2)
1.7 B (2)
1.8 D (2)
1.9 C (2)
1.10 C (2)
[20]
2
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QUESTION 2/VRAAG 2
2.1 The force that opposes the motion of a moving object relative to a surface.
(2 or zero)
Die krag wat die beweging van 'n bewegende voorwerp relatief tot 'n oppervlak
teenwerk. (2 of nul) (2)
2.2
No components
are accepted
Accepted labels/Aanvaarde byskrifte Marks/Punte
Fg/Fw/weight/mg/gravitational force
Do not accept gravity.
w
Fg/Fw/gewig/gravitasiekrag
Moet nie gravitasie aanvaar nie.
FT/tension
T
FT/spanning/spankrag
Normal (force)/Fnormal
FN
Normaal (krag)/Fnormaal
Fk/Ff/Friction
f
Fk/Ff/Wrywing
Deduct 1 mark for any additional force.
Mark is given for both arrow and label. If
everything is correct, but no arrows, deduct
a mark.
Trek 1 punt af vir enige addisionele kragte.
Punt word toegeken vir pyltjie en byskrif.
Indien alles korrek, maar geen pyltjies, trek
1 punt af (4)
3
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2.3 Marking criteria/Nasienkriteria
• Any one of the correct formulae/enige een van die korrekte formules
• Fx substitution/Fx invervanging
• Fy substitution/Fy invervanging
• Substitution for 0 or equating equation 1 and 2/Invervanging van 0 of
gelykstel van vergelykings 1 en 2
• Final answer /Finale antwoord (Range/Gebied 37,59 N – 37,77 N)
OPTION 1/OPSIE 1:
Fnet = ma
Fnet = 0 Any one/Enige een
Tcos θ – fk = ma
Tcos 40o – µkN = ma
Tcos 40o – (0,31)(Fg – Tsin40o) = 0
T cos 40o – (0,31)((12 x 9,8) – Tsin40o) =0
T = 37,77 N
OPTION 2/OPSIE 2:
fk= µkN
Tcos 40o = 0,31FN
(0,31FN )
T= ....... equation 1/vergelyking1
cos 40o
Fy = Fg - FN
Tsin 40o = (12x9,8) - FN
117,6−FN
T= …… equation 2/vergelyking 2
sin 40𝑜𝑜
(0,31FN ) 117,6−FN
= (equating the two equations/gelykstelling van die
cos 40𝑜𝑜 sin 40𝑜𝑜
twee vergelykings)
117,6 - FN = 0,839 (0,31FN)
FN = 93,32 N
(0,31)(93,32)
T=
cos 40o
T = 37,77 N
(5)
4
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2.4
2.4.1 OPTION 1/OPSIE 1:
v + vf
Δx = i Δt
2
(10)+(10)
24 = ( ∆ t)
2
∆ t = 2,4 s
OPTION 2/OPSIE 2:
Δx = v i Δt + 21 a∆t 2 Accept/Aanvaar Δx = vΔt
1
24 = (10) ∆ t + 2 (0) ∆ t2
∆ t = 2,4 s (3)
2.4.2 REMAINS THE SAME/BLY DIESELFDE (1)
2.5.1 DECREASE/VERLAAG (1)
2.5.2 As θ increases, the Fy will increase/Soos θ toeneem, sal die Fy toeneem
FN = Fg – Fy / N α f / normal force decreases / normaalkrag verminder
and μk is constant/en μk is konstant (3)
[19]
QUESTION 3/VRAAG 3
3.1 Each body in the universe attracts every other body with a force that is directly
proportional to the product of their masses and inversely proportional to the
square of the distance between their centres. ✓✓
Elke liggaam in die heelal trek elke ander liggaam aan met ’n krag direk
eweredig aan die produk van hul massas en omgekeerd eweredig aan die
kwadraat van die afstand tussen hul middelpunte. (2)
5
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3.2
3.2.1 OPTION 1/ OPSIE 1 OPTION 2/ OPSIE 2
Fg = mg m m2
w = ma F = G 12
r
5,38 x 106 = m(9,8) �6,67𝑥𝑥10−11 ��5,98𝑥𝑥1024 �(m)
5,38 x 106 =
m = 548 979,59 kg (5,49 x 105 kg) (6,38𝑥𝑥106 )2
m = 548 979,59 kg (5,49 x 105 kg)
(2)
3.2.2 m 1m 2
F=G
r2
�6,67𝑥𝑥10−11 ��5,98𝑥𝑥1024 �(m)
6
5,04 x 10 =
(9 000+6,38𝑥𝑥106 )2
m = 515 785,7 kg (5,16 x 105 kg) (5)
3.2.3 POSITIVE MARKING FROM 3.2.1 AND 3.2.2/POSITIEWE NASIEN VANAF
3.2.1 en 3.2.2
Fuel mass = Total mass – mass of rocket (at 9000m)
Brandstofmassa = Totale massa – massa van vuurpyl (op 9000m)
= 548 979,59 – 515 785,70
= 33 193,89 kg (3,32 x 104 kg)
range/gebied 33 000 – 33 193,89 (2)
3.3 INCREASE/VERHOOG (2)
[13]
QUESTION 4/VRAAG 4
4.1 The block B/die blok B
Only gravitational force is acting on the block./Slegs gravitasiekrag werk op
die blok in. (2)
4.2.1 Take down as negative/Neem af as Take down as positive/Neem af as
negatief: positief:
vf = vi + aΔt vf = vi + aΔt
0 = 5 + (−9,8)Δt 0 = −5 + (9,8)Δt
Δt = 0,51 s Δt = 0,51 s
(3)
4.2.2 Take down as negative/Neem af as Take down as positive/Neem af as
negatief: positief:
vf2 = vi2 + 2aΔx vf2 = vi2 + 2aΔx
= 52 + 2(−9,8)(−50) = (−5)2 + 2(9,8)(50)
vf = 31,7 m.s-1 (downwards) vf = 31,7 m.s-1 (downwards)
(3)
6
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4.2.3 POSITIVE MARKING FROM 4.2.1 AND 4.2.2/
POSITIEWE NASIEN VANAF 4.2.1 EN 4.2.2
OPTION 1/OPSIE 1: OPTION 1/OPSIE 1:
Take down as negative/Neem af as Take down as positive/Neem af as
negatief: positief:
1 1
Δy = vi Δt + aΔt 2 Δy = vi Δt + aΔt 2
2 2
1 2 1
−50 = 5Δt + 2 (−9,8)Δt 50 = −5Δt + 2 (9,8)Δt 2
Δt = 3,745 s Δt = 3,745 s
OPTION 2/OPSIE 2: OPTION 2/OPSIE 2:
Take down as negative/Neem af as Take down as positive/Neem af as
negatief: positief:
1 1
Δy = vi Δt + aΔt 2 Δy = vi Δt + aΔt 2
2 2
1 1
−50 = 0 + 2 (−9,8)Δt 2 50 = 0 + 2 (9,8)Δt 2
Δt = 3,19 s Δt = 3,19 s
t = 3,19 + 0,51 T = 3,19 + 0,51
= 3,7 s = 3,7 s
OPTION 3/OPSIE 3: OPTION 3/OPSIE 3:
Take down as negative/Neem af as Take down as positive/Neem af as
negatief: positief:
vf = vi + aΔt vf = vi + aΔt
−31,70 = 5 + (−9,8)Δt 31,70 = 5 + (9,8)Δt
Δt = 3,745 s Δt = 3,745 s (3)
4.3 POSITIVE MARKING FROM 4.2/POSITIEWE NASIEN VANAF 4.2
Marking criteria/Nasienriglyne:
initial height/aanvanklike hoogte (50 m)
time at maximum height/tyd by maksimum hoogte (4.2.1)
time reaching the ground/tyd om grond te bereik (4.2.3)
ground as zero reference point/grond as nulverwysingspunt
correct shape of graph/korrekte vorm van grafiek
Take down as negative/Neem af as Take down as positive/Neem af as
negatief: positief:
-
(5)
[16]
7
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(PAPER/VRAESTEL 1) GR12 0625
QUESTION 5 /VRAAG 5
5.1
5.1.1 The TOTAL linear momentum of an isolated system remains constant (is
conserved). do not accept closed system (2 or zero)
Die TOTALE lineêre momentum van ‘n geïsoleerde sisteem bly konstant
(behoue).
Moet nie geslote sisteem aanvaar nie. (2 of nul) (2)
5.2.1 p = mv
30 000 = (2 000)v (3)
v = 15 m∙s-1 right/regs
5.2.2 POSITIVE MARKING FROM Q5.2.1 / POSTIEWE NASIEN VANAF V5.2.1
OPTION 1/ OPSIE 1
Ʃ pi = Ʃ pf
pi(car A) + pi( car B) = pf(car A) + pf(car B) Any one/Enige een
mvi(car A) + mvi( car B) = mvf(car A) + mvf(car B)
(2 000)(15) + m(0) = (2 000)(5) + m(20)
(30 000) + 0 = (10 000) + m(20)
m = 1 000 kg
OPTION 2 / OPSIE 2
ΔpA = - ΔpB Any one/Enige een
mvi(car A) - mvf(car A) = - ( mvf(car B) - mvi( car B) )
(2 000)(5) - (2 000)(15) = -(m(20) - m(0))
m = 1 000 kg
If the negative in the formula is omitted (0/4)
Indien die negatief in formule uitgelaat word (0/4)
(4)
5.3
∆ p= 20 000 kg∙m∙s-1
Arrow to the left/pyl na links
(2)
(Do not penalise length of arrow/Moet nie lengte van pyltjie penaliseer nie)
8
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5.4 OPTION 1/ OPSIE 1 OPTION 2/ OPSIE 2
FnetΔt = mΔv Any one/ FnetΔt = mΔv Any one/
FnetΔt = Δp Enige een FnetΔt = Δp Enige een
Fnet(0,5) = 2000(5 – 15) Fnet(0,5) = 1000(20 – 0)
OR / OF
Fnet(0,5) = (10 000 – 30 000) Fnet(0,5) = 20 000
Fnet = - 40 000
Fnet = 40 000 N
Fnet = 40 000 N
(3)
5.5 For the same change in momentum/Vir dieselfde verandering in
momentum
During impact, the airbag increases the contact time/Tydens impak verhoog
1
die lugsak die kontaktyd. (Fnet α )
t
The net force will decrease./Die netto krag sal afneem. (3)
[17]
QUESTION 6/VRAAG 6
6.1 A force for which the work done in moving an object between two points
depends on the path taken. (2 or zero)
‘n Krag waarvoor die arbeid verrig om ’n voorwerp tussen twee punte te laat
beweeg, afhanklik is van die roete wat gevolg word. (2 of nul) (2)
6.2 (Kinetic) frictional force and pulling force / applied force
(Kinetiese) wrywingskrag en trekkrag / toegepaste krag. (2)
6.3 OPTION 1/OPSIE 1
Wnc = ΔEk + ΔEp Any one/Enige een
WFA + Wfk = Ekf – Eki + 0
1 1
FΔxcosθ + fkΔxcosθ = (20)vf2 - (20)(0)2
2 2
(100)(4)cos0o + (65)(4)cos180o = 10vf2
vf = 3,74 m∙s-1
9
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OPTION 2/OPSIE 2
Wnet = ΔEk
Any one/Enige een
WFA + Wfk = Ekf – Eki
1 1
FΔxcosθ + fkΔxcosθ = (20)vf2 - (20)(0)2
2 2
(100)(4)cos0o + (65)(4)cos180o = 10vf2
vf = 3,74 m∙s-1 (5)
6.4 POSITIVE MARKING FROM 6.3/POSITIEWE NASIEN VANAF 6.3
OPTION 1/ OPSIE 1 OPTION 2/OPSIE 2
Pave = Fvave
𝑣𝑣 +𝑣𝑣
Δx= 𝑓𝑓2 𝑖𝑖 𝛥𝛥𝛥𝛥
3,74+0 0+3,74
=(100)( ) 4= 2
𝛥𝛥𝛥𝛥
2
= 187 W Δt = 2,139s
W
P =
Δt Any one/
(Range/Gebied 187 – 187, 08 W) enige een
FΔx cosθ
=
Δt
(100)(4)cos0
=
2,139
= 187 W
(3)
6.5
6.5.1
Accept w / mg Aanvaar w / mg
(2)
6.5.2 No , The Fnet will be less (decrease) / the w will do negative work and
remove energy from the system.
Nee, die Fnet sal minder wees (afneem) / die gewig sal negatiewe arbeid
verrig en die energie uit die sisteem verwyder. (2)
[16]
10
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QUESTION 7/VRAAG 7
7.1 Marking criteria/Nasienkriteria
If any of the underlined key words/phrases in the correct context is omitted
deduct
1 mark./Indien enige van die onderstreepte sleutel woorde/frases in die
korrekte konteks uitgelaat is, trek 1 punt af.
The (apparent) change in frequency (or pitch) (of the sound) detected by a
listener because the source and the listener have different velocities relative
to the medium of propagation.
Die (skynbare) verandering in die frekwensie (of toonhoogte) (van die klank)
waargeneem deur 'n luisteraar omdat die bron en die luisteraar verskillende
snelhede relatief tot die voortplantingsmedium het.
OR/OF
An (apparent) change in observed/detected frequency/pitch as a result of
the relative motion between a source and an observer/listener.
'n (Skynbare) verandering in waargenome frekwensie/toonhoogte as gevolg
van die relatiewe beweging tussen die bron en 'n waarnemer/luisteraar.
(2)
7.2 Away/Weg van (1)
7.3 fL =
v ± vL
fS
v ± vS do not accept any other formula/moet
88 =
340
90 geen ander formule aanvaar nie
340+ vS
vS = 7,73 m.s-1 (5)
[8]
11
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QUESTION 8/VRAAG 8
8.1 Marking criteria/Nasienkriteria
If any of the underlined key words/phrases in the correct context is omitted
deduct
1 mark./Indien enige van die onderstreepte sleutel woorde/frases in die
korrekte konteks uitgelaat is, trek 1 punt af.
The magnitude of the electrostatic force exerted by one point charge (Q1) on
another point charge (Q2) is directly proportional to the product of the
magnitudes of the charges and inversely proportional to the square of the
distance (r) between them.
If masses in place of charge – zero marks
Die grootte van die elektrostatiese krag wat een puntlading (Q1) op ‘n ander
puntlading (Q2) uitoefen, is direk eweredig aan die produk van die groottes
van die ladings en omgekeerd eweredig aan die kwadraat van die afstand (r)
tussen hulle.
Indien massa in plek van ladings – geen punte. (2)
8.2 Marking criteria/Nasienriglyne
• correct formula for Coulomb’s Law/korrekte formule vir Coulomb se wet
• substitution of 0,866 in Fnet/vervanging van 0,866 in Fnet
• Substitution for C on A/vervanging vir C op A
• Substitution for B on A/vervanging vir B op A
• Correct final answer/Korrekte finale Antwoord
2 2 2
Fnet = FConA + FBonA
2 kQC QA 2 kQB QA 2
Fnet =� � +� �
r2 r2
2 2
9𝑥𝑥109 (7x10−6 )(5x10−6 ) 9𝑥𝑥109 (5x10−6 )(2x10−6 )
0,866 = �
2
� + � �
d2 0,52
d = 0,63 m (5)
8.3
8.3.1 Marking criteria/Nasienkriteria
If any of the underlined key words/phrases in the correct context is omitted
deduct
1 mark./Indien enige van die onderstreepte sleutel woorde/frases in die
korrekte konteks uitgelaat is, trek 1 punt af.
The electric field at a point is the electrostatic force experienced per unit
positive charge placed at that point.
Die elektriese veld by ‘n punt is die elektrostatiese krag wat per eenheid
positiewe-lading wat by daardie punt geplaas is, ondervind word. (2)
12
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8.3.2
EA EB
OR/OF
EB
Enet EA
OR/OF
Enet
(2)
8.3.3 Marking criteria/Nasienriglyne
• correct formula /korrekte formule
• substitution for both QA and QB/ vervanging van beide QA en QB
• Subtraction/aftrek
• Correct final answer/Korrekte finale Antwoord
kQA kQB
Enet = 2
−
r r2
9×109 (2×10−6 ) 9×109 (5×10−6 )
= −
0,22 0,72
= 358 163,27 N.C-1 OR 3,58 x 105 N.C-1 (4)
8.3.4 The statement is true
The net electric field will always be the sum of EB and EA. The two electric
fields will always be in the same direction.
Die stelling is waar.
Die netto elektriese veld sal altyd die som van EB en EA wees, die twee
elektriese velde sal altyd in die selfde rigting wees. (2)
8.4.1 Directly proportional/direk eweredig. (1)
8.4.2 OPTION 1/OPSIE 1 OPTION 2/OPSIE 2
F ΔF
E= gradient/gradiënt = Δq
q
0,005 0,005 − 0
= =
1 x 10−6 1,0 x 10−6 − 0
= 5 000 N · C−1 = 5 000 N · C −1
(3)
[21]
13
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QUESTION 9/VRAAG 9
9.1 The rate at which work is done (2 or zero)
Die tempo waarteen arbeid verrig word. (2 of 0) (2)
9.2.1 1,2 A (2)
9.2.2 OPTION 1/OPSIE 1: OPTION 3/OPSIE 3:
P = VI P = I2 R
P = 3,6(2,4) = 2,42 (1,5)
= 8,64 W = 8,64 W
OPTION 2/OPSIE 2: OPTION 4/OPSIE 4:
1 1 1 1 1 𝑃𝑃𝑅𝑅2 = 𝐼𝐼 2 𝑅𝑅
= + = +
R R1 R2 3 3
R = 1,5 Ω = (1,2)2(3)
= 4,32 W
V2
P= Ptotal = PR2 + PR3
R
3,62
= = 4,32 + 4,32
1,5
= 8,64 W = 8,64 W
(3)
9.3.1 OPTION 1/OPSIE 1: OPTION 2/OPSIE 2:
W = I2 Rt V2 t
W=
= 1,262 (3)(600) R
3,782 (600)
=
= 2857,68 J 3
= 2857,68 J
OPTION 3/OPSIE 3:
W = VIt
= 3,78(1,26)(600)
= 2857,68 J
(3)
9.3.2 DECREASE
No current will go through the circuit. Voltmeter has a very high resistance and
will not let current pass through.
VERLAAG
Geen stroom sal deur die stroombaan beweeg nie. Die voltmeter het ’n baie
hoë weerstand en sal nie die stroom deurlaat nie (2)
14
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9.4 The maximum energy provided/work done by a battery per unit charge
passing through it. (2 or zero)
Die maksimum energie wat ’n battery lewer/arbeid verrig per eenheidslading
wat daardeur vloei. (2 of nul) (2)
9.5 CIRCUIT A/STROOMBAAN A: CIRCUIT B/STROOMBAAN B:
ε = I(R + r) ε = I(R + r)
ε = 2,4(3 + 1,5 + r) ……(1) ε = 1,26(3 + 3 + 3 + r) ……(2)
(1) = (2)
2,4(4,5 + r) = 1,26(9 + r)
r = 0,47 Ω
ε = 11,94 V
(6)
[20]
TOTAL/TOTAAL: 150
15
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