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PROGRAMME
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With grateful thanks to our associate partners, The National Department of Basic Education, The Independent
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the schools and teachers from both the public and private education sectors who as founder contributors,
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Mathematics Grade 10 IEB Paper 1 November 2013 Memo
IEB Grade 10 Mathematics Paper 1 memorandum from the November 2013, 6 pages. Read online or get the free PDF download, question paper linked when available.
Publisher: IEB
Mathematics · Grade 10 · November · 2013. Memorandum, 6 pages. Read online or download the PDF.
- Subject
- Mathematics
- Grade
- Grade 10
- Document type
- Memorandum
- Year
- 2013
- Exam period
- November
- Paper
- 1
- Publisher
- IEB
- Curriculum
- IEB
- Pages
- 6
- File size
- 1.0 MB
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Michele
Galo Paper November Examination
Guestions,
eto b/00s
1 Cd 3y-4)- 2c
= 6@x*- 8x4 3x-4-Qx
= @xt-Txc-4 @)
3.2) bx! ~ kx = fo)
aChre~- ic) -0
x=0 Ex bx- ~k=0
bre k
Guestion 2:
Qi (Sx4- 15g
= iss, Ge)
218 x* -y? rng)
=15 Cx “era eng) 3)
a.) oP, xty
af a-y
- 0cG)
Copiatay Y)
(x-y)(2Q x 3, ~/ ; @
x= % “G)
3.3) 103x42) - S(QQx-3) 5 3
Hat ik — 10x04. (5 ~F 70
9c + 2270
"he 7-22
xy ~eyy
; x>-2 4
Guesticn 4:
~ GQueston 3:
3/ Qh Tx 4 fe)
(2x ay aa mat
ade
2-120 ON X-3=0
202/ wy x23” (B)
xe 4 @ —
T4> acy fo
> 33 o.
ar). (
42) 3, 4,2, weal oH)
115 LS, a
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44)
44|) fottern | = 5
faemn2= 7 54+
fatem3>B S4axy
P ate 4 = 12 ie © a
Pavern $= a 54+ 4x4
442) Tree que § equities in the
first pattern and 4 ¥hole Fu~
each consecutwe pattern ‘)
Me )
443) Thednel
444 Tis = 4h é)
Tis = si
0 345.60" 1”
= ROCF “GD
52) Teal Amount =
R4F9.85 4 aS 552. acy
ox}
Az jacoo Cl. 1 bea)? 2 foe)?
Az 816363. 98 @)
| Quota 6: _
oO - 2 5
| | |
; 420.06} A> 0.062
IAGO ng —
ee
Queshicn S~
5:1) Depost = £3997.00% "7oo.
= RAFT.
Balance = £351% 12 %
A=PCit¢ta) YY.
A= 351912 G+ 3C€0.2ai))
Az 2585230
——— os
va
Amount per mows: R5859.30.30 4 L160
Semi 6)
19 8/350
4
14) Yasq =
ho if
ns) ee as
7)
14) “laso= “hag as a
i) See Agpenctixc |
ee
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SECTION 6B
QusacAion I. V)
X03”)
a) 3,270! -172 =O ae CI T= 37
+f
qe! = 64% ;
aria & a: Oey
a
a) a = b FacHbe Ampex] = Ly
az: 6 tacx- beac ~
a-b =.acx—bex.
a-b= x.Cac ~ be) .
a-b 2X .. Fit)s 7-1 glx)=act/
ac — be Va
x= a-0. wi) acim Cy =o)
clas -Ca-b) 4 (4) xt 0. A
Cx-itxct) «0 @)
r x=! er a |
Quroiore 10% Ac-1, 0) onc B¢1,0)
3h 3 gro¢l ol, i e
_ —— -. OCe funie
2 4e32% 4, 373
33 I 3) y= ac=!
3?* . ger gt _ . oO
, Y= asl -- &
at-] = oct! we
x? -x%- 9-0 yf.
w~
(ac-ajC acti) =G
xX=Q of X=]
Sub 2%=Q Indo Y= Wl
ys adi | i 3
0 (2,3) VA
ty ind ( ac=c)
Ge tel LS
yo. / @
(0,71) = funit
“LS. FG = Ye - Ye
FG = x*-1 -Coct/)
FG - ot [-o2-!/
FG: oc*- x-2 wv
CH= we 4
Fa (4)*- (4) -2
Pas Ie -h-2 (4)
FG = 10 units vw
4 unis .’.
4s eI toes) “
4: tet. -2 +/
O= oct a-6& V\
O= (x- 3X02) vr
Xp -e oa Xz=-2
&)
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1.2) x 2 Ie Gael xi
aad
8) ge act
Ri ys. mI pv
Te yr roctel+2 ye-x%3
|G@usoticn 12> 2.1) 4199-200
i Des = -377 7
* o¢te Oocty axt)
2¢* — a9¢+ -ax-/ ~
-ax-| u~
20 ~x-1
-2x-/
©
/. LHS = RHS
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