`
NATIONAL
SENIOR CERTIFICATE
NASIONALE
SENIOR SERTIFIKAAT
GRADE 12/GRAAD 12
TECHNICAL MATHEMATICS P1/TEGNIESE WISKUNDE V1
NOVEMBER 2025
MARKING GUIDELINES/NASIENRIGLYNE
MARKS/PUNTE: 150
MARKING CODES/NASIENKODES
A Accuracy/Akkuraatheid
AO Answer only/Slegs antwoord
CA Consistent accuracy/Volgehoue akkuraatheid
F Formula/Formule
M Method/Metode
R Rounding/Afronding
NPR No penalty for rounding/Geen penalisering vir afronding nie
NPU No penalty for units omitted/Geen penalisering vir eenhede weggelaat nie
S Simplification/Vereenvoudiging
SF Substitution in correct formula/Vervanging in korrekte formule
These marking guidelines consist of 18 pages.
Hierdie nasienriglyne bestaan uit 18 bladsye.
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Technical Mathematics P1 Nov 2025 MG Afr & Eng
Technical Mathematics · Grade 12 · NSC November Exam · 2025 · Afrikaans. Memorandum, 18 pages. Read online or download the PDF.
- Subject
- Technical Mathematics
- Grade
- Grade 12
- Language
- Afrikaans
- Document type
- Memorandum
- Year
- 2025
- Exam period
- NSC November Exam
- Paper
- 1
- Pages
- 18
- File size
- 783.5 KB
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Technical Mathematics/P1/Tegniese Wiskunde/V1 2 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
NOTE: • If a candidate answers a question TWICE, mark only the FIRST attempt.
• Consistent accuracy (CA) applies in all aspects of the marking guidelines
where indicated.
LET WEL: • Indien 'n kandidaat 'n vraag TWEE keer beantwoord, sien slegs die EERSTE
poging na.
• Volgehoue akkuraatheid (CA) is deurgaans op alle aspekte van die
nasienriglyne van toepassing waar aangedui.
QUESTION/VRAAG 1
1.1.1 4
2x x − = 0
9
✓0 A
4 4
x = 0 or / of ✓
9 9 A
(2)
1.1.2 6 + ( 2 x − 5)( x + 2 ) = 0
✓ product/produk A
6 + 2 x 2 − x − 10 = 0
2 x2 − x − 4 = 0 ✓ std form/vorm CA
−b b 2 − 4ac
x=
2a
− ( −1) ( −1) − 4(2) ( − 4 )
2
= ✓ SF CA
2(2)
x 1, 69 or / of x − 1,19 ✓ both each x – values/
beide x-waardes CA
(4)
1.1.3 ( 3 − x )( x + 2 ) 0
Critical values/Kritieke waardes: 3 and/en −2 ✓ both critical values/
kritieke waardes A
− 2 x 3 OR/OF x ( −2;3) OR/OF ✓ correct notation/
korrekte notasie
x − 2 and/en x 3 A
OR/OF
A
AO: Full marks/Volpunte (2)
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Technical Mathematics/P1/Tegniese Wiskunde/V1 3 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
1.2.1 y = x −1 ✓ subject/onderwerp A
(1)
1.2.2 y − x + 1 = 0 and x2 + x y = 3
x 2 + x ( x −1) = 3
✓ subst./vervang CA
x2 + x2 − x − 3 = 0
2 x2 − x − 3 = 0 ✓ std form/vorm CA
( 2 x − 3)( x + 1) = 0 ✓ Factors/Faktore/SF
CA
OR/OF
( −1) − 4(2)(−3)
2
−( −1)
x=
2(2)
x=
3
or/of x = − 1 ✓ both x-values/
2 beide x-waardes
CA
3 1
y = −1 = OR/OF y = − 1 − 1 = − 2
2 2 ✓ both y-values/
beide y-waardes
OR/OF OR/OF CA
x = y +1
✓ subst./vervang
( y + 1) + y ( y + 1) = 3
2
A
2 y2 + 3y − 2 = 0
✓ std form/vorm
CA
( 2 y − 1)( y + 2 ) = 0 ✓ factors/ faktore/SF
OR/OF CA
( 3 ) − 4(2)( −2)
2
− (3)
y=
2(2)
1
y= or/of y = −2 ✓ both y-values/ CA
2 beide y-waardes
1 3
x= +1= or/of x = − 2 + 1 = −1 ✓ both x-values/ CA
2 2 beide x-waardes
(5)
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Technical Mathematics/P1/Tegniese Wiskunde/V1 4 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
1.3.1 BP = 2 N T
BP
N=
2π T A
✓ dividing/deling
(1)
1.3.2 BP
N=
2π T
117 366,54
= ✓ SF CA
2π ( 560,44 )
33, 33 r / s ✓S CA
OR/OF OR/OF
BP = 2 N T
✓ SF A
117 366,54 = 2 N ( 560,44 )
N 33, 33 r / s ✓S CA
(2)
1.4 81 = 10100012 ✓ 10100012 A
(1)
1.5 81 110112
✓ 27 CA
= 81 27
=3 ✓3 CA
AO: Full marks/ Volpunte (2)
[20]
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Technical Mathematics/P1/Tegniese Wiskunde/V1 5 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
QUESTION/VRAAG 2
2.1.1 = b2 − 4ac ✓ discriminant formula/
diskriminant formule A
(1)
2.1.2 = b 2 − 4 ac
= ( −2 ) − 4 (1)( 2 )
2
✓ SF A
= −4 ✓ discriminant/diskriminant CA
(2)
2.1.3 Roots are non-real OR imaginery/Wortels is nie-reële
OF imaginêr ✓ non-real/nie-reële A
(1)
2.2 x2 + 2 x − 4 = m
x2 + 2 x − 4 − m = 0 ✓ standard form/
standaardvorm CA
= b2 − 4ac
( 2 ) − 4 ( 1)( −4 − m ) = 0
2
✓ SF CA
20 + 4 m = 0 ✓ =0 A
m = −5 ✓ value of/waarde van m CA
(4)
[8]
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Technical Mathematics/P1/Tegniese Wiskunde/V1 6 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
QUESTION/VRAAG 3
3.1.1 3
27 p12
✓3 A
= 3 p4 ✓ p4 A
(2)
3.1.2 3 2x
2x+2 − 2x
3 2x 3 2x ✓ product/ A
= OR/ OF =
2 x 22 − 2 x 4 . 2x − 2x produk
3 2x 3 . 2x
= = ✓ common factor/gemene
2 x ( 4 − 1) 3 . 2x faktor/subtract like terms/
=1 verskil tussen gelyksoortige
terme CA
✓S CA
(3)
3.2.1 1
✓S A
a2 (1)
3.2.2 1
2 log a a 2
= 2
1
log a a ✓ log law/prop./
2 log-wet/eienskap A
=1 ✓1 CA
(2)
3.3.1 log 27
✓ exp.prop./eksp.eienskap A
= log 33
= 3 log 3
= 3q ✓S CA
(2)
3.3.2 log 60
= log ( 2 3 10 )
= log 2 + log 3 + log10 ✓ log prop. A
✓ p+q
= p + q+ 1 CA
✓1 CA
(3)
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Technical Mathematics/P1/Tegniese Wiskunde/V1 7 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
3.4 log 3 x + log 3( x + 2 ) = 1
log 3 x ( x + 2 ) = 1 ✓ log prop./ log-wet A
log 3( x + 2 x ) = log 3 3 OR/OF x + 2 x = 3
2 2 1 ✓ log property/ log. eienskap CA
x2 + 2 x − 3 = 0
✓ standard form/ CA
( x + 3)( x −1) = 0 standaardvorm
x = − 3 or / of x = 1
x =1 ✓ x −3 CA
✓ x =1 CA
(5)
3.5.1 V = r cis
V = 2 cis 120 ✓ sub./ vervang A
(1)
3.5.2 V = 2 ( cos120 + i sin120 )
✓ real CA
V = −1 + 3 i
✓ imaginary CA
(2)
3.6 a + 7 bi = −21i 2 + 21i
a + 7 b i = −21( −1) + 21i
✓ i 2 = −1 A
a + 7 b i = 21 + 21 i
✓ a = 21 CA
a = 21 and/en b = 3 A
✓ b=3
(3)
[24]
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Technical Mathematics/P1/Tegniese Wiskunde/V1 8 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
QUESTION 4/VRAAG 4
4.1.1 x=0 ✓ x=0 A
y=3 ✓ y=3 A
(2)
4.1.2 x R;x 0 ✓ xR ; x0 A
OR/OF
x ( − ; 0) ( 0 ; )
(1)
4.1.3 y -int:/ y -afsnit:
✓ y -intercept/
y=3 y afsnit A
x -int:/ x -afsnit:
0 = 3x + 3
✓ x -intercept/
x = −1 A
x -afsnit
(2)
4.1.4 3
f ( x) = +3
x
3 ✓ f ( x) = 0 A
0= +3
x
x = −1 ✓ x = −1 CA
(2)
4.1.5 For/Vir f :
✓ shape of f /
vorm van f A
✓ both asymptotes/
beide assimptote CA
✓ intercept of f /
CA
afsnit van f
For/Vir g :
✓ shape of g /
vorm van g A
✓ both intercepts of g /
beide afsnitte van g CA
(5)
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Technical Mathematics/P1/Tegniese Wiskunde/V1 9 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
4.1.6
−1 x 0 ✓ critical values/
kritieke waardes CA
OR/OF ✓ notation/notasie A
x −1 and / en x 0
OR/OF
x[ − 1; 0)
(2)
4.2.1 x = −1 ✓ x = −1 A
(1)
4.2.2 B ( 2; 0 ) ✓2 CA
✓0 A
(2)
4.2.3 f ( x) = − ( x + 1) + q
2 ✓ subst. the value of p / A
vervanging van p
Subst: A ( − 4;0 ) : OR/ OF Subst: B ( 2;0 ) :
0 = − ( −4 + 1) + q
2
✓ substitute A or B/ CA
0 = − ( 2 + 1) + q
2
vervang A of B
0 = −9 + q
✓ value of/ CA
waarde van q
q=9 OR/ OF
OR/OF ✓ subst. the x-intercepts A
f ( x) = − ( x + 4 )( x − 2 )
✓ subst. the value of p /
= − x2 − 2x + 8
vervanging van p
f (−1) = − (−1)2 − 2(−1) + 8 OR/OF ✓ value of/
CA
4( −1)(8) − ( −2) 2
waarde van q
q= CA
4 ( −1)
q = 9
(3)
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Technical Mathematics/P1/Tegniese Wiskunde/V1 10 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
4.2.4 y 9 OR/ OF y ( − ; 9] OR/OF ✓ correct interval CA
− y 9 (1)
4.2.5 y=6 ✓ y=6 A
(1)
4.2.6 g ( x) = a x + 6
Subst / Vervang C ( −1;9 ) : ✓ substitute C /
−1
9= a +6 vervang C CA
1
3=
a
a=
1 ✓ value of /
3 waarde van a CA
x
1
g ( x ) = + 6 OR / OF g ( x ) = 3− x + 6
3
(2)
[24]
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Technical Mathematics/P1/Tegniese Wiskunde/V1 11 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
QUESTION/VRAAG 5
5.1.1 A = P (1 − i n) F A
(1)
5.1.2 A = P (1 − i n)
= 4 990 1 − ( 0, 0589 7 ) ✓ SF A
= R 2 932, 62 ✓S CA
(2)
5.2 A = P (1 + i ) n ✓F A
= R 32 000 (1 + 0, 0715 )
4
✓ SF A
R 42 181,18 ✓S CA
(3)
5.3.1 1 ✓ litres/liter A
5 000 = 2 500 litres/liter
2 (1)
5.3.2 A = P (1 − i ) n ✓F A
2 500 = 5 000 (1 − i ) 35 ✓SF A
2 500
= (1 − i ) 35
5 000
2 500
35 = 1− i
5 000
2 500 ✓ make i the subject/
i = 1 − 35 maak i die onderwerp CA
5 000
i = 0, 0196... OR/ OF r 1, 96...% ✓ decimal value of i OR r/
desimale waarde van i OF r CA
NPR
(4)
5.3.3 A = P (1 − i ) n
✓ n = 60 A
= 5 000 (1 − 0, 0196... )
60
✓ SF CA
1 524,64 litres/liter ✓S CA
Yes, more than 1 500 litres will be left in the
tank/ ✓ conclusion/gevolgtrekking CA
Ja, meer as 1 500 liter sal in die tenk oor (4)
wees.
[15]
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Technical Mathematics/P1/Tegniese Wiskunde/V1 12 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
QUESTION/VRAAG 6
6.1 1
f (x) = 4 + x
3
f ( x + h)− f ( x)
f / ( x ) = lim ✓ definition/definisie A
h→0 h
1 1
4 + ( x + h) − 4 + x
3 3 ✓ SF A
= lim
h→0 h
1 1 1
4+ x + h − 4− x
= lim 3 3 3
h→0
✓S CA
h
1
h
= lim 3 ✓S CA
h→0 h
1
= lim
h→0
3
1
1 ✓
f ( x) =
/
3 CA
3 (5)
6.2.1 y = −3 x6−4
✓S A
y = − 3 x2
(1)
6.2.2 dy
= −6 x ✓ −6 x
dx CA
(1)
6.3.1 D x 5 x 8 − 11
= 40x 7 ✓ 40 x 7 A
✓ 0 (Implied/Aanvaar) A
(2)
6.3.2 d 10
−
d x x
=
d
dx
( − 10 x −1 ) ✓ 10 x −1 A
= 10x −2 ✓ 10 x −2 CA
(2)
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Technical Mathematics/P1/Tegniese Wiskunde/V1 13 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
6.3.3 4 x 4 −5
f ( x)= − + x
3
5
−
5 −
4x ✓ x 4
=− + x 4 A
3 4 A
4 5 −
9 ✓−
f /( x ) = − − x 4 3
3 4 5 −
9
✓ − x 4 CA
4
(3)
6.4.1 y = 100 + 15 x
m = 15 ✓ m = 15 A
(1)
6.4.2 y = 100 + 15 x
25 = 100 + 15 x ✓ subst./vervang y = 25 A
x = −5 ✓ x = −5 CA
h / ( x ) = 3 a x 2 +12 x = 15 ✓ derivative/afgeleide A
h / ( −5 ) = 3 a ( − 5 ) + 12 ( − 5 ) = 15
2
✓ h / ( −5 ) = 15 CA
75 a = 75
a = 1 ✓ value of a /waarde van a CA
(5)
[20]
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Technical Mathematics/P1/Tegniese Wiskunde/V1 14 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
QUESTION/VRAAG 7
7.1 y = 20 ✓ y = 20 A
(1)
7.2 g (5) = 0 ✓ equating to 0/vervanging en A
gelykstel aan 0
a (5)3 − 2(5)2 − 19(5) + 20 = 0 ✓ Substitution/vervanging A
125 a = 125
a =1
(2)
7.3 x − 2 x −19 x + 20 = 0
3 2
✓M A
( x − 5)( x2 + 3x − 4) = 0
( x − 5 ) ( x − 1) ( x + 4 ) = 0
x = 5 or / of x = 1 or / of x = − 4 ✓✓✓ x-intercepts/afsnitte CA
OR/OF OR/OF
( x + 4)( x 2 − 6 x + 5) = 0 ✓M A
( x + 4) ( x − 1) ( x − 5 ) = 0
x = − 4 or / of x = 1 or / of x = 5 ✓✓✓ x-intercepts/afsnitte CA
OR/OF OR/OF
( x − 1)( x 2 − x − 20) = 0 A
✓M
( x − 1) ( x − 5 ) ( x + 4 ) = 0
CA
x = 1 or / of x = 5 or / of x = − 4 ✓✓✓ x-intercepts/afsnitte
AO Full marks/Volpunte (4)
7.4 g ( x) = 3x − 4 x − 19 = 0
/ 2 ✓ derivative/afgeleide A
✓ equating derivative to 0/ A
stel afgeleide gelyk aan 0
− ( − 4) ( − 4 ) − 4 ( 3)( −19 )
2
x= ✓ factors/formula/ CA
2 ( 3) faktore/formule
x = 3, 27 or / of x = − 1, 94 ✓ both values of/ CA
beide waardes van x
g ( 3, 27 ) = ( 3, 27 ) − 2 ( 3, 27 ) − 19 ( 3, 27 ) + 20
3 2
− 28,55
g ( −1,94 ) = ( −1,94 ) − 2 ( −1,94 ) − 19 ( −1,94 ) + 20
3 2
✓ both values of/beide
42, 03 waardes van y CA
( 3, 27 ; − 28,55) or / of ( −1,94 ; 42, 03) (5)
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Technical Mathematics/P1/Tegniese Wiskunde/V1 15 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
7.5
✓ y-intercept/afsnit CA
✓ all x-intercepts/
alle x-afsnitte CA
✓ both turning CA
points/beide
draaipunte
✓ shape/vorm CA
(4)
[16]
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Technical Mathematics/P1/Tegniese Wiskunde/V1 16 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
QUESTION/VRAAG 8
8.1 100 ✓ 100 A
(1)
8.2 F (5) = 20(5) − ( 5 )
2 ✓ substitution/vervanging A
✓ F = 75 CA
= 75
(2)
8.3 Amount made after 5 t p / Bedrag na 5 t p :
= 25 R2,50 ✓ 25 CA
✓S CA
= R62,50 (2)
8.4 F ( t ) = 20t − t 2 ✓ derivative/afgeleide A
F / (t ) = 20 − 2t
For/Vir minimum: F / (t ) = 0 ✓ equating derivative to 0/
stel afgeleide gelyk aan 0 A
20 − 2t = 0
20
t=
2
t = 10 min
✓ value of/waarde van t CA
p = 10 min OR/OF
OR/OF
✓F A
−b
t= ✓ SF A
2a
−(20)
= ✓ answer/ antwoord CA
2(−1)
= 10 min
p = 10 min OR/OF
OR/OF
A
20 t − t 2 = 100 ✓ equating to 100/
stel gelyk aan 100 CA
t 2 − 20t + 100 = 0 ✓ factors/ faktore/SF
( t − 10 ) = 0 OR/OF
2
CA
− ( − 20 ) ( − 20 ) − 4 (1)(100 )
2
t=
2 (1)
t = 10
p = 10 min ✓ answer/ antwoord (3)
[8]
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Technical Mathematics/P1/Tegniese Wiskunde/V1 17 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
QUESTION/VRAAG 9
9.1.1
x dx
3
x4
x 4
✓ A
= +C 4
4 A
✓ C
(2)
9.1.2 3x 1
2 + x ( x − 2 ) dx OR/OF 2 + x ( x − 2 ) dx
3x −2
2
1 2 ✓S
= 23 x + − 2 dx A
x x
1 ✓ − 2 x −2 CA
= 23 x + − 2 x −2 dx OR/OF 23 x + x −1 − 2 x −2 dx
x 23 x
✓ A
23 x 2 x −1 3ln 2
= + ln x − + C ✓ + ln x
3 ln 2 −1 CA
23 x ✓ + 2x −1 + C
= + ln x + 2 x −1 + C CA
3 ln 2 (5)
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Technical Mathematics/P1/Tegniese Wiskunde/V1 18 DBE/November 2025
NSC/NSS – Marking Guidelines/Nasienriglyne
9.2 f ( x) = −2 x2 + 8x = 0
A: Shaded area from/Skakeerde area van x = 0 to x = 1
1
A A = ( − 2 x 2 + 8 x ) dx ✓ area notation/
0
area notasie A
1
2 2
✓ x3 + 4 x 2
A
= − x3 + 4 x 2
3 0 3
2 2 ✓ SF CA
= − (1)3 + 4 (1) 2 − − (0)3 + 4 (0) 2
3 3
10 10
= units 2 / eenhede 2 ✓ units 2 / eenhede 2 CA
3 3
B: Unshaded area from/
Onskakeerde area van x = 1 to x = 4
4
A B = ( − 2 x 2 + 8 x ) dx
1
4
2
= − x3 + 4 x 2
3 1 CA
✓ SF
2 2
= − (4)3 + 4 (4) 2 − − (1)3 + 4 (1) 2
3 3
64 10
= −
3 3
✓ 18 units 2 / eenhede2 CA
= 18 units / eenhede2 2
OR/OF OR/OF
A + B: Shaded area/ Skakeerde area van + Unshaded area
Onskakeerde area van x = 0 to x = 4
4
A A+B = ( − 2 x 2 + 8 x ) dx
0
4
2
= − x3 + 4 x 2
3 0
2
= − ( 4) + 4 ( 4 ) − 0
3 2
✓ SF CA
3
64
=
3
64 10
AB = − = 18 units 2 / eenhede 2 CA
3 3 ✓ 18 units 2 / eenhede2
Ratio/Verhouding:
10 CA
✓ ratio/verhouding
A 3
= = 0,1851
B 18
✓ conclusion/
The ratio is less than 0, 2 /Die verhouding is minder as 0, 2 . gevolgtrekking CA
(8)
[15]
TOTAL/TOTAAL: 150
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