Downloaded from hlayiso.com
testpapers.co.za
Skip to content





View all

_watermark--e7865fd3-d528-472d-a551-0585ea50cee1/v1-a2afd0515b0210a580c1/card.webp)
_watermark--6d3d1a99-ee4e-4b35-9dfc-765595836d35/v1-176dbe300bc24abbbfc8/card.webp)


Mathematical Literacy Grade 11 March Test 2017 Paper & Memo
Grade 11 Mathematical Literacy question paper and memo from the March Test 2017, 10 pages. Read online or get the free PDF download.
Mathematical Literacy · Grade 11 · March Test · 2017. Question paper and memorandum, 10 pages. Read online or download the PDF.
- Subject
- Mathematical Literacy
- Grade
- Grade 11
- Document type
- Question paper and memo
- Year
- 2017
- Exam period
- March Test
- Curriculum
- CAPS
- Pages
- 10
- File size
- 380.2 KB
Free to read online, no sign-up needed
Loading document…
Loading document…
1 of 10
Document textSearch extracted text and jump to a page.
~ Downloaded from hlayiso.com
Mathematics 2 March 2017 Common Test
INSTRUCTIONS AND INFORMATION
Read the following instructions carefully before answering the questions.
1. This question paper consists of FOUR questions.
2. Answer ALL the questions.
3. Clearly show ALL calculations and diagrams that you have used in determining
your answer,
4. You may use an approved scientific calculator (non-programmable and non-graphical).
5, If necessary round off answers to TWO decimal places, unless stated otherwise.
6. Answers only will not be awarded full marks.
7. Diagrams are not necessarily drawn to scale.
8. Number the answers correctly according to the numbering system used in this
question paper.
9. Write neatly and legibly.
Copyright Reserved Please Turn Over
Downloaded from hlayiso.com
Mathematics 3 March 2017 Common Test
QUESTION 1
11 Solve for x:
Ld 4x(x-5)=0 (2)
1.1.2 3x? + 7x ~5 = 0 (correct to 2 decimal places) (4)
L130 x-1=V7-3x (4)
114 9 2x?-5y43<1 (4)
11S 54.5%" 2125 (4)
1.2 Solve for x and y simultaneously:
2y +8~8x=0
2x? + 4x = y? +6 (6)
[24]
QUESTION 2
2.1 Simplify without the use of a calculator:
21.1 (25)% + V2 (3)
21-212"!
2.1.2 Fei grt (4)
2.2. For which values of m will the roots of 2x7 +x +m =0 be real? (3)
[10}
Copyright Reserved Please Turn Over
Downloaded from hlayiso.com — -
Mathematics 4 March 2017 Common Test
QUESTION 3
3.1 Peter builds triangular patterns with blocks in his yard, as shown in the sketch.
Pattern 1 Pattern 2 Pattern 3
3.1.1 How many blocks will he need to build the 4" triangular pattern?
th
3.1.2 Derive a formula to calculate the number of blocks in the n™ triangular pattern.
3.1.3 Determine the number of blocks in the 50" triangular pattern.
3.1.4 Which triangular pattern will have 496 blocks?
3.2. The general term of a certain quadratic number pattern is 7, = 2n? -5.
Calculate the 50" term of the sequence of first differences of this quadratic number
pattern.
Copyright Reserved Please Turn Over
(2)
(4)
2)
(4)
@)
[16]
Downloaded from hlayiso.com
Mathematics 5 March 2017 Common Test
QUESTION 4
4.1 A, B(-2;-8) and C(13; 2) are the vertices of a triangle ABC in the Cartesian plane.
D(2; 0) and E(11; 6) are points on AB and AC respectively.
Angles a@, 6 and @ have been indicated on the diagram.
4 A
y
E(11; 6)
C(43; 2)
(a
DQ; 0) x »
B(-2; ~8)
4.1.1 Prove that DE is parallel to BC. Show all your calculations. (4)
4.1.2 Calculate the size of angle @. (2)
4.1.3 Calculate the size of B. (5)
Copyright Reserved Please Turn Over
~ Downloaded fram hlayiso.com-
Mathematics March 2017 Common Test
4.2 P(-8; 2), Q(3; ~5), and R(8; 10) are the vertices ofa triangle POR in the Cartesian
plane. QT is perpendicular to PR, with T on PR.
A
y RB; 10)
T
P(--8; 2)
+>
x
Q(3; -5)
4.2.1 Determine the equation of PR inthe form y =mxr+c. (4)
4.2.2 Calculate the coordinates of T. (5)
4.2.3 Ifthe coordinates of T are (~2; 5), calculate the area of triangle POR. (5)
[25]
TOTAL: 75
Copyright Reserved
Downloaded from hlayiso.com
AQ UM] aseag
poatosoy 1ysHAdo)
)
(Aqwo z=) somsue 103 WOT wonajos ou AT =X
a§ JO SOUICA 10F VOL A-=S WB Sta
S1OEY LOY VOL p 0=(54SC~ 5S}
0% 10} VI SL O=STI~ CF 0E~ aeS
STU pe B~ 22S SU
() 4
Ayyenbout 105 VOt AA CS*ST
z a
S308) 208 VT a2 05(Z-2XL-*2)
UNO} plepurls Joy YT AOS TeS— 20 ¥Tt
@) -
WOHMIOS JoaLo9 JOY VOT VIN
X JO SORTA TOG Joy VOT A Tak ear
‘WO prepuRys JOJ VOT POHOrXt
sapis qoq Suusenbs soy VT py MEOLETHT“
XEa LP =1-* etl
)
I6t- 10 150 =
SSOMSUB IOJ VOT a a
(@ =
TWORMITSGNS 3991109 1OF VY 4 Ora FL
vz = x
BIMUALIOY IOSII09 305 LT Y Spplkegn
ay a)Fq-
O=S-*L+ XE | CTT
@
xX JO SoNeA Og oy WZ a, $=*10,0=* TEL
I NOLISAIO
210% YEseY asoy wouraoD TL 9peZp soTreMToMpeEpy
JBAQ WN], asea1q
panrasay 1y8tskdo3
‘saded 1 JO SisISUOD MINPURAOMIIM SIG “Gq°N
SL ‘SRV
ALVOMLLYAD UOINAS
TTVNOLLYN
.
BS
KS
Cee ee eer Tee eT eee Te eee ee eee ee ee Tl
LWCHOAVAL 3
1s NOTED i
WAdNVUOWAN. :
SOLLVIWHLVI 3
Py
uonjeonpa jo Juowyredag jeyen-ninzemy
Voldav¥ HLNOS JO OMTaNday Af /
uoneonpy
Downloaded from hlayiso.com
AQ um] ase} poarasoy msusxdog
for]
(©) 8
JOMSUB IO} WOT , : su
[-<mg—
lon IS! 10)
uormmsqns 10 VT. A ORCA a
wowsyes fo YL 7 02M 4=V] zz
@) =
Jemsue JO} YO 1 py 0tr=
uoreoyyduns YO 1 yp ——,fe_
6X6F 07
soyeurarouap PF Selle _
tm squodxs Sums soy VL “Iz-DelZ
Jowrounu - (: ) ‘
Ui JOR] WOUND NO SuTyLI 10} VT zal gab
valE~ alZ
uo wo
) Ob =
yomsue Loy WO 1 +
L 4
uoneoyrdus WO 1 LY Oe Ur =
JoyeurMOUSp ASE.
wn squatodxe Summyds 107 V1 Lebel
Borers GL LL-D al
‘UW 1O}ORY TOUTS Ino SuTyeI JOY VT “
e£af pLel -
wd€pah aah
wal pal
palT— AT
(an4
(g) g=
dexsue 10} VOL +
c=
ef SUNLIM 509 VI Pl * ob =
ack BUREN JO} VI 2650) * 9p =
‘ s
2 2)
Tt?
ZNOLLSIAD
LIOT WOR Iso], woURICD TE 9peip, SOREMOUTEW,
AQ TM 9S89]d_
poasasay 1pBts4do3
tp]
(9) ‘ : ‘
A Jo sanqea HOG JO} VOT AO=€1 FeH=
z
P,P =* 10 Sax
x Jo SonPeA TOG LOY VOT a
o= (-% (It-*L)
WHO} PABPURIS JO WOT fAO= IL+ BI - AL
0 = @+XOE- XL
Surxyydunts 10} VOT A OFOL EEE ZOU = H+ XT
roy SaMMIBSANS 1O¥ VOT PIF MVP) = HH ExT
Z Ubo tH pubs ainisqng
cube 9+ A =X t XT
Biiess (ord a,
amp Jo wolgns op 4 Suppea 103 YT 1 ube poxped se
ras
LOZ PRY say uouRD TT apeip soneurTpEyy
€
2BAQ UM] eseOIq
pansasoy mysEAdo3
@) a
worenbe £0} WOT ZT
=
juorpesd SuNMINsSQNS 10; VOL ?
yurod Jo sayeurp1000 pO A oF (=) =01
BaNM|NSGNS 105 VT L
otmu=&
2(01 £9) paw a omaysqng
Zz
£ Ud Jo Wompess JO} VI rae
[e) (8-8 _ ay
(}) ZO cag
° ()
{o) Jo ozIS 10x VOT | SPUN TPMTETed pur sa[sue Surpuodsaroo yo osne99q .pL"6Z =
7) “pag
—_ 2 a13ue JO ozIs 1oJ VOT - bLot=
o Sunoenqns 10; YT 4 69S £Y'EI=
—_ e-g=0
c g 28ue Jo az1s 10} VOT fy SeE9=
mas
fo} C2 _ cary
Pa w @-)-0 gly
t
- AOMSTR ILO JOY VOT A AILE=
So 2) =
o Zz | Ta =
xe} uormmnsqns 107 VOT mn oua=e
S om=u | Clb
)
c BoIsnuOS IOV | 9, Dg On JaTered st qi euogazorp puw $M = Mw:
€
s De Jo wompers 109 WT 4a
fo} (C)-£1 _ ey
fa) rt
FC Jo Towers 10oy WOT co
a
B[NUAIOY TasIpers e-Il
ony wonmmsqns of VI * 9-9"
e- aay,
: aan Lb
. NOLESARO
- L107 PRY 19] uoUNOD TT 9pea sOmBUoyyeyy,
FAQ UM] 280]q ponrosey ystikdod
tor]
) =
soMsue 10} YT yp wCH
Z+(0Sp= “L
“L 10) VOI yA U+upys “L
:SeoUaIgIIp ISH Yo souanbas jo ULI} feISUIH
ysmy Jo souenbes 10; WOT - yt ‘01 ‘9
{sOUaIaIJIp ISIJ Jo sousnbog
waaqed
yequmu onexpenb 301 YT
A TUTTE
rareyed yoqumnm operpend | 7
&)
€¢—Bapoaler oy VOI
(stojoey 10)
wORTNASGNS yoeLI0D 1OY VOT
Tuoy prEpuRIS 10} VOT
fp woned ryRsueELy ,O€
g€-=u400g=4
r4 ou
, (066) Dr — {Oh FE~
70 = 066 — ME +
Bupunbo 19} VOL a 96y = EruE we
¥Ue
@
must 285 VOU A 9 =
z z
Og =0 Sanmmnsqns 10 WOT T+ (O)= +,(09)= = 1
- € T ere
) a z
WH} ,, UO} VDT Zebedee =*L
AI=2
2 Jo anya au 1OL YO 1
grotqeo
g Jo anyea 2m 10} VI 4 Ena
4
e=9t0>
€=940E
Jo onyeA aut Joy VT zg
Ay
L=PZ| cre
@
somsue 10) YZ AA Stl TE
LOE YOR 19], WOuUIO:
£NOLLSANO
11 epep soneuoMpeyy
Downloaded from hlayiso.com
ponwssy iqitaidog
J
(s)
sense er yor ip esta OOL=
SORMERSANS 703 WOT jp SULIX68LT xf =
siBtenxos0q x2 = vary
suit ) sttr=
0 SME JO STI JOMSUR IO} VOL spse
stip =
d(e)-4+ [s-s-= 61
68°LI yp Sut =
HO Sf 10 OZEs JoMsUE JOY VOL SM=
oes =
HOBMANSGRS 10g VI 2 {e-o+ {8-)-8]$= 8d | oey
c=
(s)
1+(e-e-= 4
wax
4
sudygdums 10y YT c=
Ajsnosueynums SuAjos JOY VOT PD Tee =9+ xt
LW
wonenbs 10¥ VOL yp TER <4
[=2
BORMANSGRS 10} VOT
— Zr 24(Ye-)=5-
o+mund
-DL.J0 vonenbe supwsoyop or (¢~‘¢) pue Ow ammmsqns
po enue:
OL Jo Wo}pess OZ VI
MAITOL esneosq [-= Burr hu | ory
LIOZ FRY, Wel wou) TL speip ‘sOmEMIAMTEY
Study this subject
Recommended for this subject

Question paper and memo
Mathematical Literacy Grade 11 NSC Prelim 2017 Paper & Memo

Question paper and memo
Mathematical Literacy Grade 11 March Test 2018 Paper & Memo

Memorandum
Mathematical Literacy Grade 11 P1 2017 Memo (Afr)

Memorandum
Mathematical Literacy Grade 11 P1 2017 Memo (Eng)

Memorandum
Mathematical Literacy Grade 11 P2 2017 Memo (Afr)

Question paper
Mathematical Literacy Grade 11 P1 2017 QP (Afr)
More from Grade 11 Mathematical Literacy

Question paper
Mathematical Literacy Grade 11 P2 2026 QP (Eng)

Annual teaching plan
Gr 11 Maths Lit ATP 2023 24
_watermark--e7865fd3-d528-472d-a551-0585ea50cee1/v1-a2afd0515b0210a580c1/card.webp)
Addendum
Mathematical Literacy Grade 11 2025 Addendum (Afr)
_watermark--6d3d1a99-ee4e-4b35-9dfc-765595836d35/v1-176dbe300bc24abbbfc8/card.webp)
Addendum
Mathematical Literacy Grade 11 P2 2025 Addendum (Eng)

Memorandum
Mathematical Literacy Grade 11 P2 2025 Memo (Eng)

Question paper