12.

57
IEEA
Depertmert f Interal
Tsternal Examinetin
MIUC CG
METROroiITAM
ROOTS INTERNATIONAL
COLLEGE PROG RAMME BRROOTS
OeHoOLSGES

INTERNAL EXAMINATIONS
70
International General Certificate for Secondary Education
Cambridge
IGCSE Mock Examination March 2023 (IGCSE-II1)
Candidate
Name

Centre Candidate
Number Number

Branch: Asleei1L Date:

Mathematics Extended paper 2

0580

March 2023
lhr 30 min
Additional Material: Answer Sheet Total marks:70

READ THESE INSTRUCTIONS FIRST

Write your Centre number, candidate number and name on all FOR EXAMINER'S USE
the work you hand in. Max. Marks
Questions Marks Obtained
Write in dark blue or black pen.
1
You may use an HB pencil for any diagrams or rough working.
Do not use staples, paper clips, highlighters and glue or 2
correction fluid. 3
Total
Answer all the questions.
Percentage
At the endof the examination, fasten all your work securely Grade
together.
The number of marksare given in brackets ||at the end of each
question or part question.

ROOTS ROOTS INTERNATIONAL SCHOOLS

INTERNAL EXAMINATIONS

[TURN OVER]
 40.
bctween30and
number
primc
1 Writedowna
36
33)

Calculatc 4'. 54

1.02 pm.
and finishes at
at 10.05 am
Jason starts a run
conplete the run.
Jason takes to
Work out the time

min[1]

1-0.7 significant figures.

your answer corect to 4
4 Calculate 0.45-0.38, giving

.4...23S.. . (2]

pounds (£) when £l =$1.19.

Kirsty changes$380.80 into

Calculate the amount Kirsty receives.

...4S......2.

6 Write 180 as a product of its prime factors.

 (b) (a)

Rearrange Work YouWithout

completely.
Factorise
must
=9) (4S out =;at?
the show using
the
value
formula all a
733x3 caleulator,
your
of
to s
14xy-7y2 find when 4-6 working

t a=09. 2X3 - work

in and
terms out
and give
ofs -2
t=4. your
[Turn
overl and 21

answer
a.
as
a
fraction

in
its
simplest

form.

21
[2] [2]

2
 (b) CalculateOR.(a) 11
(a) 22.10
The Triangle (b)
Find
Calculate The two Find the
triangles
volune ABC the next 117,2.
nth tem
the is
volume of are mathematically term
of
the the the
of
larger the sequence.
a232 cross-sections
of
8 sequence.
the
prism cm
smaller similar
2.
is
320 of to
prism.
cm'. two triangle 6
Cm
mathematically 4

POR. B
P

similar QR
=

prisms. 6
cm

SCALE NOTTO

[2cm
]
[2]

12
The inte
 14 13 12
The
Work The The A Work Find
train interior
out trainlength the
passes out
the takes 2 size angles
of x 4:3:5:7:9
length the of
7through 1000 the
secondsstation of
of
- largest
the a
train. tostation
is 2x
completely 120 angle.
m. at 108,giving
a
speed
pass
[Turn
overl of your
through 108
km/h. answer
the in
station. standard

forin.

m
[3]
[3]
 17 16
Find
[The Describe Find
the
volume, radius the
fully value 4=641
Aetata. 0 4 6 7 9

V, ofa the of
yulun
V Y hemisphere
of single x.
sphere a
V331
9Cn
2. transformation 2
3
with of 3
radius volume
4
that
isr 80
5
V=÷nr°] cm'. maps
6
6
triangle

Tonto
8
r=
triangle

P. 10 .0..0....
11

[3) [11

3
 19

Find
Triangle Angle BAX=
Angle...pQ.X......ecauseAngle AX= Complete
In AQ In DATU A,
triangles the the
and is is B,
A.\B XQ diagran, value parallel a C
ABX PB tangent and
is the
= given ABX intersect of
is Angte following AB D
congruent and x to toare
and CB. tpoints
information. at
is he
QPX, parallel the
statements. Xwith value
circle
to on
triangle AA'= to at a
PQ. of circle.
D.
because....
X. 32 v. A
OPX 609
|Turn
over|because
7

of B
the
congruency

SCALE NOTT0
criterion

SCALE NOTTO
......n3]
[31
 completely.
Factorise21 (b) (a) 20
the thCalculate
e The
total deceleration Speed
(m's) PX=
diagram
ascit)ll- 4, distance

shows
travelled of 121
the the
|-4-ut aq car
during
spced-time
in
the
final
because
the
24 8
graplh
seconds. seconds, Time(s) the
for triangles
24
scconds
are
of congruent.
a
car
6
journy.

24

SCALE NOT

[2] m ms
[1] TO
 23 22
24
Calculate A
cuboid Solve.(b) (a)
x'+ (216yt6).
Simplfiufly
Find
thmeasures
e 8x
length the +
value 10
of 24 p =
cm +
&r ofp (x
a
diagonal by +10 and +p)+
12 = the
cm 30
of value q
the by
om
2 8
cuboid. cm. of
|Turn
over| q.

[cm
3|
(2]
[2] .(2]

2
 26
Find When y 25
Give The wis
your the K The Find inverscly
x is
is
position
position
diagram
point
a B w proportional
4,
answer in y-
b terms proportional
onshows
vector 16
in
vector AB and to
its ofx.
so of a y- the
simplest
form.
of that triangle
A square
to
is 8. x.
L, AK: a
in and root
terms KB= the O.4B
of
position and v.
of 1:2. a
aparallelogram
and vector
b 10
of
B
04LK.
is
b

SCALE NOT TO
[(4]
3]
27
The line
 27
You Find The
must the linc
coordinates
show y=x+1
all
your intersccts
of
working.
4
and the
the graph
coordinates
of
y
=x3r
11
of
B A
B. -||
at
the
points

and A
B.

)4]