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NATIONAL
SENIOR CERTIFICATE
GRADE 12
TECHNICAL MATHEMATICS P2/TEGNIESE WISKUNDE V2
SEPTEMBER 2019
MARKING GUIDELINES/NASIENRIGLYNE
MARKS: 150
PUNTE: 150
These marking guidelines consist of 18 page
Hierdie nasienriglyne bestaan uit 18 bladsye.
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Technical Mathematics Grade 12 Paper 2 North West Mock 2019 Memo
Grade 12 Technical Mathematics Paper 2 memorandum from the North West Mock Exam 2019, 18 pages. Read online or get the free PDF download, question paper linked when available.
Technical Mathematics · Grade 12 · North West Mock Exam · 2019. Memorandum, 18 pages. Read online or download the PDF.
- Subject
- Technical Mathematics
- Grade
- Grade 12
- Document type
- Memorandum
- Year
- 2019
- Exam period
- North West Mock Exam
- Paper
- 2
- Curriculum
- CAPS
- Pages
- 18
- File size
- 2.0 MB
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Technical Mathematics P2/Tegniese Wiskunde V2 2 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
GENERAL GUIDELINES FOR MARKING/ALGEMENE RIGLYNE OM TE MERK
· If a learner makes more than one attempt at answering a question and does not cancel any of them out,
only the first attempt will be marked irrespective of which of the attempt(s) may be the correct answer. /
As ‘n leerder meer as een poging aanwend om ‘n vraag te beantwoord en nie een van hulle word
uitgeskakel nie, sal slegs die eerste poging gemerk word ongeag watter van die poging(s) die regte
antwoord kan wees.
· Consistent accurate marking regarding calculations will be followed in the following cases /
Konsekwente akkurate nasien met betrekking tot berekeninge sal in die volgende gevalle gevolg word:
o Sub question to sub question: When a certain variable is incorrectly calculated in one sub question
and needs to be substituted into another sub question full marks can be awarded for the subsequent
sub questions provided the methods used are correct and the calculations are correct. /
Subvraag na subvraag: Wanneer ‘n sekere veranderlike verkeerd in een subvraag bereken word en in
‘n ander subvraag vervang moet word, kan volpunte toegeken word vir die daaropvolgende subvrae,
mits die metodes wat gebruik is, korrek is en die berekeninge korrek is.
o Assuming values/answers to solve a problem is unacceptable. /
Aanvaar waardes / antwoorde om ‘n probleem op te los, is onaanvaarbaar.
· If a learner did a question in pencil, and did not write it over in pen, the pencil must be marked. Draw a line
through and make note of it. /
As ‘n leerder ‘n vraag in potlood gedoen het en dit nie in pen oorgeskryf het nie, moet die potlood gemerk
word. Trek ‘n lyn deur en maak ‘n nota daarvan.
Marking Codes / Nasienkodes
A Accuracy / Akkuraatheid
CA Consistent Accuracy / Volgehoue Akkuraatheid
M Method / Metode
R Rounding / Afronding
NPR No Penalty for Rounding / Geen penalisering vir Afronding
NPU No Penalty for Units omitted / Geen penalisering vir eenhede weggelaat
S Simplification / Vereenvoudiging
SF Substitution in correct Formula / Vervanging in korrekte formule
AO Answer only / Antwoord alleenlik
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Technical Mathematics P2/Tegniese Wiskunde V2 3 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 1
y
B(3;7)
D
(-3;1)A
O x
E C(4;0)
1.1 yB - y A
mAB =
xB - x A
7 -1
= ✓ SF
3 - (-3)
✓ Answer/Antwoord
=1
Equation / vergelyking AB
y - y1 = m( x - x1 )
✓ SF
y - 1 = 1( x - (-3))
✓ Answer in std form/ Antwoord in std
y = x+4 vorm
or / of or/of
y - 7 = 1( x - 3) ✓ SF
✓ Answer in std form/ Antwoord in std
y = x+4
vorm (4)
1.2 D is the y-axis intercept/ D is die y-as afsnit ✓ x=0
x=0 ✓ SF in equation/ in vgl AB
y =0+4
D (0; 4) \ O D = 4 units (2)
1.3 yC - y D
mDC =
xC - xD
✓ Gradient of DC/Gradiënt van DC
0-4
=
4-0
= -1
mAB ´ mDC = 1´ -1 = -1 ✓ Gradient of AB/Gradiënt van AB
\ A B ^ DC CA van 1.1
✓ product is –1/ produk is -1 CA
✓ Conclusion/ gevolgtrekking CA (4)
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Technical Mathematics P2/Tegniese Wiskunde V2 4 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
1.4 tan q = mDC
✓ SF
q ref = tan -1 ( -1)
✓ Ref Ð CA
q ref = 45° / -45° eksponent eienskap
q = 135° ✓ Answer/Antwoord CA
(3)
1.5 E is the x - intercept of AB CA equation from 1.1
CA vergelyking van 1.1
E is die x - afsnit van AB
✓ SF y = 0
y=0
0= x+4 ✓ Coordinates of E/ koördinaat van
x = -4 E CA
\ E ( -4; 0 )
(2)
1.6
DAC = ( xc - x A ) + ( yc - y A )
2 2
✓ SF
DAC = (4 - ( -3)) + (0 - 1)2 2
✓ Answer/Antwoord A
✓ Conclusion/ gevolgtrekking A
DAC = 5 2
\ AC = DC
\D ABC is anisosceles D
\D ABC is ' n gelykbenige D (3)
[18]
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Technical Mathematics P2/Tegniese Wiskunde V2 5 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 2
y
M (3;4)
R(t;1)
O x
P(3;-4)
Q
2.1.1 r 2 = (3) 2 + (4) 2
r 2 = 25
✓ Value of r/waarde van r A
r =5
or / of
r 2 = (3) 2 + ( -4) 2
r 2 = 25
r =5
\ x 2 + y 2 = 25 ✓ equation of circle/vgl van sirkel A (2)
2.1.2 y p - yo
mOP =
x p - xo
-4 - 0
=
3- 0
4
=-
3 ✓ m of/van OP A
3 ✓ m of/van RQ A
mRQ =
4
Equation / vergelyking RQ
y - y1 = m( x - x1 ) ✓ Substitution/vervanging CA
3
y - (-4) =
( x - 3)
4
3 25
y= x- (4)
4 4 ✓ Answer/antwoord CA
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Technical Mathematics P2/Tegniese Wiskunde V2 6 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
2.2
7
✓ y - intercepts / afsnitte A
✓ x - intercepts / afsnitte A
-4 O 4 x
✓ Shape/vorm A
-7
(3)
[9]
QUESTION/VRAAG 3
β
O
• B (3; -3√3 )
✓ SF (pythagoras) A
( 3) + (-3 3)2
3.1.1 2
OB =
OB = 6 ✓ Length of OB/ Lengte van OB A
(2)
3.1.2 2 CA from 3.1.1 (value of r/waarde
ærö
sec 2 b = ç ÷ van r)
è xø
2 ✓ Ratio of sec/ verhouding van sec A
æ6ö
=ç ÷
è 3ø ✓ SF CA
✓ Answer/antwoord CA
=4 (3)
3.1.3 3cot 2 b - sin2 b CA from 3.1.1 (value of r/waarde
van r)
2
æ 3 ö æ -3 3 ö
2
= 3ç ÷ -ç ÷
è -3 3 ø çè 6 ÷ø
✓ Ratio of cot/ verhouding van cot A
æ1ö 3 ✓ Ratio of sin/ verhouding van sin CA
= 3ç ÷ -
è 3ø 4 ✓ Answer/antwoord CA
1
=
4 (3)
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Technical Mathematics P2/Tegniese Wiskunde V2 7 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
3.2 æ 2p 180° ö ✓ Conversion/ herleiding A
cos ç ´
è 3 p ÷ø
= cos 120°
1 ✓ Answer/antwoord A
=-
2 (2)
3.3 15 cos x = -12
12
cos x = -
15
(15) - ( -12 )
2 2
y= ✓ pythagoras
✓ value of y/waarde van y A
y =9
✓ SF A
15 5 ✓ Answer/antwoord CA
cos ec x = /
9 3 (4)
3.4.1 Second quadrant / tweede kwadrant ✓ Answer/antwoord A (1)
3.4.2 2 ✓ Ratio of tan/ verhouding van tan A
tan q = -
5
✓ Ref Ð A
æ 2ö
q ref = tan -1 ç - ÷
è 5ø ✓ Quadrant/ kwadrant CA
q ref = 21,8° ✓ Answer/antwoord CA
q = 180° - 21,8°
= 158, 2° (4)
[19]
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Technical Mathematics P2/Tegniese Wiskunde V2 8 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 4
4.1 tan 2 (180° - x ) . cos 2 (180° + x ) . cosec ( 360° - x )
sin (180° + x )
-tan 2 ( x ) . - cos 2 ( x ) . cosec ( x ) ✓ - tan x
2
=
-sin ( x ) ✓ - cos x
2
✓ cosec x
✓ - sin x
sin 2 x -cos ( x ) 1
2
- . . sin 2 x
= cos 2 x 1 sin x ✓ -
-sin ( x ) cos 2 x
✓ - sin x
sin x
sin x ✓
= - sin x
- sin x ✓ Answer/antwoord
= -1 (8)
4.2 1 ✓ Answer/antwoord (1)
4.3 1 tanq
sin 2q + +
sec q cotq
2
æ sinq ö ✓ cos q
2
ç ÷
cosq ø sin q
= sin 2q + cos 2q + è ✓
æ cosq ö cosq
ç ÷
è sinq ø cosq
✓
sinq sinq sin q
= 1+ ´
cosq cosq ✓1
sin 2 q
sin 2q ✓
= 1+ cos 2 q
cos 2q
= 1 + tan 2q ✓ tan q
2
✓ sec q
2
= sec 2q (7)
[16]
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Technical Mathematics P2/Tegniese Wiskunde V2 9 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 5
5.1 f
✓ Shape/vorm
✓ x -intercepts/afsnitte
✓ Turning points/ Draaipunte
g
✓ Shape/vorm
✓ x -intercepts/afsnitte
✓ Turning points/ Draaipunte (6)
5.2.1 1 ✓ Answer/antwoord A (1)
5.2.2 360° ✓ Answer/antwoord A (1)
5.2.3 120° and / en 300° ✓ Reading from graph/lesing van
grafiek CA
✓ Reading from graph/lesing van
grafiek CA
(2)
5.2.4
[120°; 300°] ✓ Answer/antwoord CA
(2)
✓ Notation/notasie A
[12]
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Technical Mathematics P2/Tegniese Wiskunde V2 10 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 6
B C
A D
35°
35°
E ( 115°)
6.1 AB ✓ Ratio/verhouding A
tan 35° =
AE
✓ SF A
AB = 15 tan 35°
AB = 10,5m ✓ Answer/antwoord CA
Height of both buildings/Hoogte van beide
geboue 10,5 m (3)
6.2 µ ü Correct formula/Korrekte formule
e 2 = d 2 + a 2 - 2da cos E A
e 2 = 152 + 152 - 2.15.15cos115° ✓ SF
(3)
e = 640 ✓ Value of/waarde van e
e = 25,3m
[6]
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Technical Mathematics P2/Tegniese Wiskunde V2 11 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 7
7.1 R
2
O
S 1 1T
2
3
3 2 2
1 1
P M
7.1
7.1.1 ¶ = 100° (angle at centre = 2 x angle at circf/midpunts hoek = 2 x
O ✓ SA
2
omtrekshoek)
✓ R (2)
7.1.2 OP = OM ( radii ) ü S,R
ü R
µ = (180° - 100°) / 2
P1
(angles opp equal sides/hoeke teenoor gelyke ü A (3)
µ 1 = 40°
P
7.1.3 sye) ü S
S$ = 50° (angles sub by same chord/hoeke onderspan deur dieselfde ü R (2)
koord)
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Technical Mathematics P2/Tegniese Wiskunde V2 12 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
7.2
A
2
1
P >˃ R 1 S
2 T
3
3 4
2
C >˃ 1 B
7.2
7.21 Radius ⊥ Tangent / Radius⊥Raaklyn ✓ R (1)
7.2.2 µ = 60° (tan chord /raaklyn koord) ü S/R
RCB
µ 2 = 60° (angles opp equal sides / hoeke teenoor
B
gelyke sye) ü S/R
µ 2 = 60° (alt angles /verwis hoekePT║CB)
R
ü S/R
µ 1 = 60° (corsp angles/ooreenk hoeke PT║CB)
R ü S/R
(4)
7.2.3 µ
A1 = 90° - 60°
(radius⊥tangent /radius ⊥raaklyn) ü S/R
µ
A = 30°
1 (2)
ü A
7.2.4
RTµ A = 180° - (90° + 60°)
RTµ A = 30° ü S (2)
(int angles of /binne hoeke van ∆) ü A
7.2.5 Kite /Vlieer (adj sides = /aangr sye =)
OR ü A
(2)
Cyclic quad /Koordevierhoek (opp andles suppl/ ü R
teenoorst hoeke suppl)
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Technical Mathematics P2/Tegniese Wiskunde V2 13 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
7.3
P
Q
1 2
R M O T
S
7.3.1 Perpendicular / Loodreg ü A (1)
7.3.2 µ = 90° - 57°
S PO ü S,R (2)
(radius⊥tangent/radius ⊥raaklyn) ü A
a) µ = 33°
S PO
ü
µ = 180° - (90° + 33°)
O ü S
1
(int angles of∆/binne hoeke v ∆) ü A (2)
b) µ
O = 57°
1
[23]
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Technical Mathematics P2/Tegniese Wiskunde V2 14 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 8
8.1 Equiangular / Gelykhoekig ü R (2)
Corresponding sides in proportion / ü R
Ooreenstemmende sye in verhouding
8.2
C
D
2
F
5
B 3 4 5
E
4
A
8.2
8.2.1 ∆ BFC (Equiangular / Gelykhoekig) ü A (1)
8.2.2
a) DE EF FD ü A(Proportionality/eweredigheid)
= = (∆BFC
BC FC BF
sim/gelykv∆DFE)
ü SF (Correct values /korrekte
4 2 waardes)
=
BC 5
ü A
BC = 10 (3)
b) FE DF ü A(Proportionality/eweredigheid)
=
FC FB
3 2
=
FC 5
15
FC =
2
FC = 7, 5 ü A (length of FC/lengte van FC) (2)
[8]
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Technical Mathematics P2/Tegniese Wiskunde V2 15 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 9
A
E 160 mm • C
D
B
9.1.1 r = 120 mm ü A (1)
9.1.2 240 - 160 = 80mm ü A (1)
9.1.3 4h 2 - 4 dh + x 2 = 0 ü F
4(80) 2 - 4(240)(80) + x 2 = 0
ü SF
25600 - 76800 + x 2 = 0
x 2 = 51200
ü A (length of chord / lengte van
x = 226, 27 mm koord) (3)
9.2
9.2.1 3 ´ 20 = 60m ü X 20 (1)
ü A
(1)
9.2.2 V = p Dn ü F
3 = p ´ 0, 6 ´ n ü SF
3
n=
p ´ 0, 6
n = 1, 59 rev/s
ü A (3)
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Technical Mathematics P2/Tegniese Wiskunde V2 16 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
9.2.3 rev
t= from
n
rev
n=
t ü SF
12 ü A
t=
1,59
t = 7,55 (2)
9.3
M
700 mm
K
60 cm 70°
S1 220° S2
A B
L
N
9.3.1
Kµ
AB = 110°
ü 110°
Supl angles, Given /Supl hoeke, ü R
Gegee(KA║MB) (2)
9.3.2 Arc length S 2 = r ´ q ü F
ü r = 20
ü Conversion degrees to
220°´ p radians/Herleiding grade na radiale
Arc length S 2 = 20 ´
180°
Arc length S 2 = 76,8 cm
ü CA (length/lengte S 2 )
length of belt = S1 + LN + S 2 + KM
ü M (adding/ optel)
length of belt = 38, 4 + 70 + 76,8 + 70
ü C (Conversion / Herleiding)
length of belt = 255, 2 cm
ü CA (Penalty unit/Penalisasie eenh)
ü R (8)
[22]
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Technical Mathematics P2/Tegniese Wiskunde V2 17 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
QUESTION/VRAAG 10
10.1
10.1.1 a = 30 ¸ 5 ü A
a = 6 cm (1)
10.1.2 A = a ( m1 + m2 + m3 +¼+ mn ) ü F
ü SF
3,1 + 6, 2 6, 2 + 8, 3 8,3 + 7, 2 7, 2 + 6,5 6,5 + 6 ü S
A = 6( + + + + ) ü CA
2 2 2 2 2
A = 196,5 cm 2 (4)
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Technical Mathematics P2/Tegniese Wiskunde V2 18 NW/September 2019
NSC/NSS – Marking Guideline/Nasienriglyne
10.2
10.2.1 æ4 ö ü F
V = ç p r3 ÷ ¸ 2
è3 ø
æ4 3ö ü ¸2
V = ç p ( 3) ÷ ¸ 2
è 3 ø
ü SF
V = 113, 097 ¸ 2
ü A unit/eenheid
V = 56, 55mm 3
V = p r 2h
ü SF
V = p ( 2 ) 6, 75
2
V = 84,82 mm 3
TotalV = 56, 55 + 84, 82 ü M(adding / optel)
ü CA
TotalV = 141,37 mm3 (8)
10.2.2 V = s3
V = 703
ü A(volume of cube / - van kubus)
V = 343 000 mm3
ü M( ¸ )
No. rivets = 343 000mm3 ¸ 141,37 mm3 ü CA
ü R (whole number / Telgetal)
No. rivets = 2 426 (4)
[17]
TOTAL/TOTAAL 150
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