NATIONAL
SENIOR CERTIFICATE/
NASIONALE SENIORSERTIFIKAAT
GRADE/GRAAD 12
SEPTEMBER 2023
MATHEMATICS P1/WISKUNDE V1
MARKING GUIDELINE/NASIENRIGLYN
MARKS/PUNTE: 150
This marking guideline consists of 17 pages./
Hierdie nasienriglyn bestaan uit 17 bladsye.
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Mathematics Grade 12 P1 Eastern Cape Mock 2023 Memo (Afr)
Grade 12 Mathematics Paper 1 memorandum from the Eastern Cape Mock Exam 2023 (Afrikaans), 17 pages. Read online or download the free PDF.
Mathematics Β· Grade 12 Β· Eastern Cape Mock Exam Β· 2023 Β· Afrikaans. Memorandum, 17 pages. Read online or download the PDF.
- Subject
- Mathematics
- Grade
- Grade 12
- Language
- Afrikaans
- Document type
- Memorandum
- Year
- 2023
- Exam period
- Eastern Cape Mock Exam
- Paper
- 1
- Curriculum
- CAPS
- Pages
- 17
- File size
- 650.8 KB
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2 MATHEMATICS P1/WISKUNDE V1 (EC/SEPTEMBER 2023)
NOTE/LET WEL:
β’ If a candidate answers a question TWICE, mark the FIRST attempt ONLY.
Indien Ε kandidaat Ε vraag TWEE keer beantwoord, merk SLEGS die EERSTE poging.
β’ Consistent accuracy applies in ALL aspects of the marking guideline.
Volgehoue akkuraatheid geld deurgaans in ALLE aspekte van die nasienriglyn.
β’ If a candidate crossed out an attempt of a question and did not redo the question, mark
the crossed-out attempt.
Indien Ε kandidaat Ε poging vir Ε vraag deurgetrek het en nie die vraag weer
beantwoord het nie, merk die poging wat deurgetrek is.
β’ The mark for substitution is awarded for substitution into the correct formula.
Die punt vir substitusie word toegeken vir substitusie in die korrekte formule.
QUESTION 1/VRAAG 1
1.1.1 x 2 + x β 30 = 0
( x β 5)( x + 6) = 0 ο factors / faktore
οx =5 or / of x = β6 ο x = 5 ο x = β6
OR/OF (3)
OR/OF
βb ο± b 2 β 4ac
x=
2a
β1 ο± (1) 2 β 4(1)(β30)
=
2(1) ο substitution / vervanging
β1 ο± 121
=
2
= 5 or / of β 6
ο x = 5 ο x = β6
(3)
1.1.2 x(2 x β 6) = β3
2x2 β 6x + 3 = 0 ο standard form / standaardvorm
βb ο± b 2 β 4ac
x=
2a
β(β6) ο± (β6) 2 β 4(2)(3)
= ο substitution / vervanging
2(2)
6 ο± 12 3ο± 3
= OR / OF
4 2
= 2,37 or / of 0, 63 ο x = 2,37 or/of ο x = 0,63
(4)
1.1.3 π₯ 2 β 2π₯ + 1 > 0
(π₯ β 1)(π₯ β 1) > 0 ο factors / faktore
οοπ₯ β β, π₯ β 1
π/π£: π₯ = 1
β΄ π₯ β β, π₯ β 1 (Accuracy/Akkuraatheid)
(3)
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(EC/SEPTEMBER 2023) MATHEMATICS P1/WISKUNDE V1 3
1.1.4 2x β1 = 4 β 5x
( )
2
(2 x β 1) 2 = 4 β 5x ο squaring both sides
kwadreer beide kante
(2 x β 1) 2 = 4 β 5 x
4 x2 β 4 x + 1 + 5x β 4 = 0
4x2 + x β 3 = 0 ο standard form / standaardvorm
β1ο± (1)2 β4(4)(β3) ο factors / formula
(4 x β 3)( x + 1) = 0 or / of x =
2(4) faktore / formule
ο answers with selection
ο x = 34 or / of x οΉ β1 antwoorde met seleksie/keuse
(4)
1.2 y β 2 x = β1......................................(1)
y 2 + 2 xy = 3x 2 .................................(2)
y = 2 x β 1.........................................(3) ο y = 2 x β1
Substitute / Vervang (3) into/in (2) :
(2 x β 1) 2 + 2 x(2 x β 1) β 3 x 2 = 0 ο substitution / vervanging
4 x β 4 x + 1 + 4 x β 2 x β 3x = 0
2 2 2
5x2 β 6 x + 1 = 0 ο standard form / standaardvorm
(5 x β 1)( x β 1) = 0 ο factors / faktore
ο x = or / of x = 1
1
5 ο x-values / x-waardes
οy =β 3
5 or / of y =1 ο y-values / y-waardes
(6)
OR/OF OR/OF
y β 2 x = β1.......................................(1)
y +1
y 2 + 2 xy = 3 x 2 .................................(2) οx=
2
y +1
x= ...........................................(3)
2
Substitute / Vervang (3) into / in ( 2 )
2
ο¦ y +1 οΆ ο¦ y +1 οΆ
y + 2yο§
2
ο· β 3ο§ ο· =0 ο substitution / vervanging
ο¨ 2 οΈ ο¨ 2 οΈ
ο¦ y2 + 2 y +1 οΆ
y2 + y2 + y β 3ο§ ο·=0
ο¨ 4 οΈ ο standard form / standaardvorm
8y + 4 y β 3y β 6 y β 3 = 0
2 2
ο factors / faktore
5 y2 β 2 y β 3 = 0 ο y-values / y-waardes
(5 y + 3)( y β 1) = 0 ο x-values / x-waardes
οy =β 3
5 or / of y =1
οx = 1
5 or / of x =1 (6)
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4 MATHEMATICS P1/WISKUNDE V1 (EC/SEPTEMBER 2023)
1.3 2 x 2 β px + 1 = 0
For real unequal roots: Vir ongelykereΓ«le wortels :
ο b2 β 4ac οΎ 0
b 2 β 4ac οΎ 0
(β p ) 2 β 4(2)(1) οΎ 0
ο substitution / vervanging
p2 β 8 οΎ 0
ο standard form / standaardvorm
ο p οΌ β 8 or / of pοΎβ 8
ο ο answer / antwoord
(5)
[25]
QUESTION 2/VRAAG 2
2.1.1 a + 9d = 21 ο a + 9d = 21
a + 16d = 49 ο a + 16d = 49
οβ7d = β28
d =4
ο value of d / waarde van d (3)
2.1.2 a + 9(4) = 21
ο a = β15
a = β15
T18 = T17 + 4
= 49 + 4
= 53 ο T18 = 53
ο T1 + T18
= β15 + 53
= 38 ο answer / antwoord (3)
2.2.1 T1 = 4(1) β 19 = β15
T2 = 4(2) β 19 = β11 ο all three terms / al drie terme
T3 = 4(3) β 19 = β7 (1)
2.2.2 Sn = [2a + (n β 1)d ]
n
2
ο substitution / vervanging
Sm = m2 [2(β15) + 4(m β 1)] and/en = 1 189
1189 = m2 (β30 + 4m β 4) ο standard form / standaardvorm
0 = 2m2 β 17m β 1189 ο method / metode
(2m + 41)(m β 29) = 0 or / of
β(β17) ο± (β17) 2 β 4(2)(β1189)
m=
2(2)
ο m = 29 or / of m οΉ β 412 ο answer / antwoord
(4)
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(EC/SEPTEMBER 2023) MATHEMATICS P1/WISKUNDE V1 5
2.3.1 β78 β 76 β 72 β 66
ο both answers / beide
2 4 6 antwoorde
2 2
β 58 ; β 48 (1)
2.3.2 Tn = an 2 + bn + c
2a = 2 3a + b = 2 a + b + c = β78
a =1 3(1) + b = 2 1 β 1 + c = β78 ο a =1
b = β1 c = β78 ο b = β1 ο c = β78
οTn = n β n β 78
2
ο answer / antwoord
(4)
2.3.3 k οΎ 78 οο answer / antwoord
(Accept/Aanvaar k ο³ 78) (2)
[18]
QUESTION 3/VRAAG 3
3.1 a = 81 ......................(1)
a + ar 2 = 117 ...........(2)
ο ο a + ar 2 = 117
( )
a 1 + r 2 = 117
ο substitution / vervanging
81(1 + r ) = 117
2
117
1+ r2 = ο simplification /
81
vereenvoudiging
36
r2 =
81
2
r=ο±
3 ο answer / antwoord
(4)
3.2.1 9 x
r=
3x
32 x
= x
3
ο answer / antwoord
= 3x
(3)
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6 MATHEMATICS P1/WISKUNDE V1 (EC/SEPTEMBER 2023)
3.2.2 a
Sο₯ =
1β r
1 3x ο a = 3x & r = 3x
=
2 1 β 3x
2.3x = 1 β 3x ο substitution / vervanging
3.3x = 1
1
3x =
3
3 = 3β1
x
ο x = β1 ο answer / antwoord
(3)
[8]
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(EC/SEPTEMBER 2023) MATHEMATICS P1/WISKUNDE V1 7
QUESTION 4/VRAAG 4
4.1 2
f ( x) = +3 ο x=5
x β5
ο y =3
x=5
y =3 (2)
4.2 π¦ β β but/maar y οΉ 3
ο yοΉ3
(1)
4.3 2
f ( x) = +3
xβ5
x β intercept / x β afsnit:
2 ο substitution / vervanging
+3= 0
x β5
2
= β3
x β5
β 3 x + 15 = 2
x = 133 ο x = 133
y β intercept / y β afsnit:
2
y= +3
0β5
= 135 ο y = 135
ο Intercepts/Afsnitte :( 133 ;0) and / en ( 0; 135 )
(3)
4.4
ο asymptotes / asimptote
ο y-intercept / y-afsnit
ο x-intercept / x-afsnit
ο shape and quadrants
vorm en kwadrante
(4)
4.5 f is reflected in the x-axis and shifted 2 units
downwards. f is gereflekteer in die x-as en 2
eenhede afwaarts geskuif. ο f(x) reflected / gereflekteer
OR/OF ο in the x-axis / in die x-as
f is shifted 2 units upwards and then reflected in the ο shift 2 units / skuif 2 eenhede
x-axis. downwards/upwards
f is 2 eenhede opwaarts geskuif en daarna afwaarts/opwaarts
gereflekteer in die x-as.
(3)
β [13]
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8 MATHEMATICS P1/WISKUNDE V1 (EC/SEPTEMBER 2023)
QUESTION 5/VRAAG 5
5.1 f ( x) = log b x
x = by
9 = b β2 ο substitution / vervanging
1
b2 =
9
1 ο answer / antwoord
b=
3 (2)
5.2 y = log 1 x
3
x = log 1 y ο swopping x and y
3
omruil van x en y
x
ο¦1οΆ
y = ο§ ο· OR/OF y = 3β x ο answer / antwoord
ο¨ 3οΈ (2)
5.3 ο ο answer (Accuracy)
0 οΌ x ο£1 antwoord (Akkuraatheid)
(2)
5.4 y=0 ο ο answer (Accuracy)
antwoord (Akkuraatheid)
(2)
[8]
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(EC/SEPTEMBER 2023) MATHEMATICS P1/WISKUNDE V1 9
QUESTION 6/VRAAG 6
6.1 f ( x) = x 2 β 6 x + 11
= x 2 β 6 x + 9 β 9 + 11 ο completing the square
vierkantsvoltooiing
= ( x β 3) 2 + 2
ο ( x β 3)2 + 2
ο At TP : x = 3 and / en y = 2 οο values for x and y
waardes van x en y
OR/OF
f ( x) = x 2 β 6 x + 11
b (β6)
x=β =β ο substitution / vervanging
2a 2(1)
=3 ο value of x / waarde van x
ο y = 3 β 6(3) + 11
2
ο substitution / vervanging
=2 ο value of y / waarde van y
ο At TP : x = 3 and / en y = 2 (4)
6.2 mg = tan 63, 44 o
ο mg = 2
=2
y β 2 = 2( x β 3) ο substitution / vervanging
y = 2x β 4 ο equation of g /
vergelyking van g
(3)
6.3 f ( x) = g ( x)
x 2 β 6 x + 11 = 2 x β 4 CA only if g is linear ο equating / gelyk stel
VA slegs as g linieΓͺr is
x β 8 x + 15 = 0
2
ο standard form /
( x β 3)( x β 5) = 0 standaardvorm
x = 3 or / of x = 5
ο y = 2(5) β 4 ο x values / x-waardes
=6
ο S (5 ; 6)
ο S coordinates / S-
koΓΆrdinate
(4)
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10 MATHEMATICS P1/WISKUNDE V1 (EC/SEPTEMBER 2023)
6.4.1 1ο£ x ο£ 5 οο answer / antwoord
(2)
6.4.2 k ο£ β2 οο answer / antwoord
Accept / Aanvaar k οΌ β2
for 1 mark / vir 1 punt
(2)
[15]
QUESTION 7/VRAAG 7
7.1 A = P(1 + i ) n
4n
ο¦ 0, 091 οΆ ο 0,091
4
166 433 = 97 000 ο§1 + ο·
ο¨ 4 οΈ ο substitution into correct formula
166 433 ο¦ 4 091 οΆ
n vervanging in korrekte formule
=ο§ ο·
97 000 ο¨ 4 000 οΈ
166 433
ο 4n = log 4091
4000
97 000 ο correct use of logs
= 24 korrekte gebruik van logs
ο n = 6 years / jaar
ο answer / antwoord
(4)
7.2.1 A = P (1 β i ) n
= 482000(1 β 0,147) 5 ο substitution into correct formula
vervanging in korrekte formule
= R 217666,80 ο answer / antwoord
(2)
7.2.2 A = P(1 + i ) n
= 482 000 (1 + 0, 081)
5
ο substitution into correct formula
= R 711500,99 vervanging in korrekte formule
ο answer / antwoord
(2)
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(EC/SEPTEMBER 2023) MATHEMATICS P1/WISKUNDE V1 11
7.2.3 Required amount / Bedrag benodig:
= R 711 501 β R 217 666,80
= R 493 834, 20 ο amount / bedrag
x[(1 + i ) n β 1] ο correct formula /
F= korrekte formule
i
ο©ο¦ 0, 073 οΆ60 οΉ
x οͺο§ 1 + ο· β 1οΊ 0,073
οͺο«ο¨ 12 οΈ οΊο» ο¦ 0, 073 οΆ ο n = 60 and / en i =
12
493834, 20 = ο§1 + ο·
0, 073 ο¨ 12 οΈ ο©
ο¦ 0, 073 οΆ
60 οΉ
x οͺο§ 1 + ο· β 1οΊ
12 ο οͺο«ο¨ 12 οΈ οΊ
ο»
0, 073 0, 073
493 834, 20 ο΄ 12
οx = 12
12 )
( 0,073
ο©ο¦ 0, 073 οΆ60 οΉ ο¦ 0.073 οΆ ο ο΄ 1+
οͺο§ 1 + ο· β 1οΊ ο§1 + ο·
οͺο«ο¨ 12 οΈ οΊο» ο¨ 12 οΈ
= R6 803, 01
ο answer / antwoord
(6)
[14]
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12 MATHEMATICS P1/WISKUNDE V1 (EC/SEPTEMBER 2023)
QUESTION 8/VRAAG 8
8.1 f ( x) = 1 β x 2
f ( x + h) β f ( x )
f / ( x) = lim
h β0 h
1 β ( x + h) 2 β (1 β x 2 )
= lim ο substitution / vervanging
h β0 h
1 β x β 2 xh β h 2 β 1 + x 2
2
ο expansion / uitbreiding
= lim
h β0 h
β2 xh β h 2
= lim ο simplification / vereenvoudiging
h β0 h
h(β2 x β h)
= lim ο factorisation / faktorisering
h β0 h
= lim( β2 x β h)
h β0 ο answer / antwoord
= β2 x (5)
OR/OF
OR/OF
f ( x) = 1 β x 2
ο substitution / vervanging
f ( x + h) β f ( x) = 1 β ( x + h) 2 β (1 β x 2 )
= 1 β x 2 β 2 xh β h 2 β 1 + x 2
ο expansion / uitbreiding
= β2 xh β h 2
f ( x + h) β f ( x ) ο simplification / vereenvoudiging
f / ( x) = lim
h β0 h
β2 xh β h 2 ο factorisation / faktorisering
= lim
h β0 h
h(β2 x β h) ο answer / antwoord
= lim
h β0 h (5)
= lim(β2 x β h)
h β0
= β 2x
8.2.1 ο©ο¦ 1οΆ οΉ
2
ο¦ 1 οΆ ο Dx ( x 2 + x β2 β 2 )
Dx οͺο§ x β ο· οΊ = Dx ο§ x 2 + 2 β 2 ο·
οͺο«ο¨ x οΈ οΊο» ο¨ x οΈ
ο
(
= Dx x + x β 2
2 β2
) 2x and / en constant/konstante is 0
ο β 2x β3 (3)
= 2 x β 2 x β3
8.2.2 x5 2
y= β
10 x β1
1 β1
ο 2x 2
= x5 β 2 x 2
10 β3
dy 1 β3
ο 12 x 4 ο x 2
ο = x4 + x 2 (3)
dx 2
[11]
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(EC/SEPTEMBER 2023) MATHEMATICS P1/WISKUNDE V1 13
QUESTION 9/VRAAG 9
9.1 f ( x) = β2 x 3 + ax 2 + bx + c.
9 = β2(2)3 + a(2) 2 + b(2) β 3
9 = β16 + 4a + 2b β 3
4a + 2b = 28.........................(1) ο equation 1 / vergelyking 1
At TP / By DP : β6 x + 2ax + b = 0
2
β 6(2) 2 + 2a(2) + b = 0 ο f '( x) = β6 x 2 + 2ax + b
4a + b = 24......(2) ο equation 2 / vergelyking 2
4a + 2b = 28
4a + b = 24
ο value of b / waarde van b
(1) β (2) b= 4
4a + 4 = 24
4a = 20
ο value of a / waarde van a
a=5
(5)
9.2 f ( x) = β2 x + 5 x + 4 x β 3
3 2
f '( x) = β6 x 2 + 10 x + 4 ο f '( x) = 0
At/By E : β6 x 2 + 10 x + 4 = 0
3x 2 β 5 x β 2 = 0
(3x + 1)( x β 2) = 0
ο values of x / waarde van x
ο x = β 13 or / of x=2
y = β2(β 13 )3 + 5(β 13 ) 2 + 4(β 13 ) β 3
100
=β
27 ο both coordinates /
ο E ( β 13 ; β 100
27 ) beide koΓΆrdinate
(3)
9.3.1 1 1
xοΌβ or / of xοΎ2 ο xοΌβ
3 3
ο xοΎ2
(2)
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14 MATHEMATICS P1/WISKUNDE V1 (EC/SEPTEMBER 2023)
9.3.2 f '' ( x ) = β12 x + 10 ο f '' ( x ) = β12 x + 10
β12 x + 10 = 0
5
x= ο value of x / waarde van x
6
5
οx οΎ ο answer / antwoord
6 (3)
OR/OF
b OR/OF
x=β
3a
5
=β
3( β2) ο substitution / vervanging
5
= ο value of x / waarde van x
6
5
ο xοΎ ο answer / antwoord
6
(3)
9.4 f '( x) = β6 x + 10 x + 4
2
ο f '( x) = β6 x + 10 x + 4
2
m = f '(β1) = β6(β1) 2 + 10(β1) + 4
= β12 οm
ο y = β12 x + c
0 = β12(β1) + c
c = β12 ο substitution / vervanging
y = β12 x β 12
ο answer / antwoord
(4)
[17]
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(EC/SEPTEMBER 2023) MATHEMATICS P1/WISKUNDE V1 15
QUESTION 10/VRAAG 10
10.1
3x 2 + 2 xy + 6 xy = 147
3x 2 + 8 xy = 147 ο 3x 2 + 2 xy + 6 xy = 147
147 β 3x 2 ο simplifying /
οy = . vereenvoudiging
8x
(2)
10.2 V = lbh
= 3 x.x. y ο 3x.x. y
ο¦ 147 β 3 x 2 οΆ ο substitution /
= 3x 2 ο§ ο·
ο¨ 8x οΈ vervanging
3
441x 9 x
= β
8 8
441 27 x 2
V '( x) = β ο V '( x) = 0
8 8
441 27 x 2
ο β =0
8 8 ο simplification /
27 x 2 = 441 vereenvoudiging
441
x2 =
27
21 ο answer / antwoord
x= ( = 4, 04 ) (5)
3 3
[7]
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16 MATHEMATICS P1/WISKUNDE V1 (EC/SEPTEMBER 2023)
QUESTION 11/VRAAG 11
WATCH SOCCER/ WATCH RUGBY/ TOTAL/
KYK SOKKER KYK RUGBY TOTAAL
Female / Vroulik 72 a 120
Male / Manlik 54 36 90
Total / Totaal b 84 210
11.1.1 a = 48
ο a = 48
b = 126
ο b = 126
(2)
11.1.2 72
P( F and/enWS ) =
210 οο answer / antwoord
(2)
11.1.3 (For independent events) / (Vir onafhanklike gebeurtenisse)
P( M ) ο΄ P( R) = P( M and / en R)
90 84
P( M ) ο΄ P( R) = ο΄
210 210 90 84
ο ο΄
6 210 210
=
35
0,17 ο answer / antwoord
36
P( M and / en R) =
210
36
6 ο
= 210
35
ο The events are independent
Die gebeurtenisse is onafhanklik ο conclusion /
gevolgtrekking
(4)
11.2.1
26 25 24 10 9 8
ο method / metode
26 x 25 x 24 x 10 x 9 x 8 ο answer / antwoord
= 11 232 000 (2)
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(EC/SEPTEMBER 2023) MATHEMATICS P1/WISKUNDE V1 17
11.2.2 5 x 25 x 24 x 9 x 8 x 3 ο 5 ο΄ 25 ο΄ 24
= 648 000 ο 9ο΄8ο΄ 3
P(Vowel / Factor of 9) / P(Vokaal / Faktor van 9)
648000
=
11232 000 ο 11232 000 as denominator /
3 as noemer
=
52
ο answer / antwoord
(4)
TOTAL/TOTAAL: 150
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