modul b set 4
TRANSCRIPT
JABATAN PELAJARAN KEDAH DARUL AMAN
LATIH TUBIMATHEMATICS SPM( MODULE B SET 4 )
SEKTOR PENGURUSAN AKADEMIK
MODUL B SET 4
1. Solve the quadratic equation
[ 4 marks ]
2.
The diagram shows the distance-time graph of a particle over a period of 18 seconds.
a) Given that the speed of the particle during the first 4 seconds is 2 ms , find the
value of d.
b) Calculate
i) the total distance traveled, in m,
ii) its average speed, in ms , for the whole journey.
[ 6 marks ]
d
4
12
10 180Time (s)
Distance (m)
MODUL B SET 4
3. The Venn diagrams in the answer space show the universal set = P Q R.
On the diagram, shade the region which represents
(a) set Q R,
(b) set (P Q)′ R. [3 marks]
Answer:
(a) P Q R
(b) P Q R
1500
P
M
Q
S
OT
N
MODUL B SET 4
4. The diagram below shows a sector OQS and two quadrants OQM and OPM with the
same centre O. PTON is a semicircle with centre T.
Given that OQ = 7 cm and OT = . Using , calculate
(a) the perimeter of the shaded region ONPM,
(b) the area of the shaded region.
[ 6 marks ]
5. Figure below shows poligons FGHJK and KLMNE, drawn on a cartesian plane.
(a) Transformation P is a translation .
Transformation Q is a reflection in line y = 3.State the coordinates of the image of point E under each of the following transformations:(i) Translation P ,(ii) Reflection Q ,(iii) Combined transformation QP
(4 marks)
(b) (i) KFGHJ is the image of LMNEK under combined transformation VW. Describe in full, the transformation W and the transformation V.
(ii) Given that the area of LMNEK is 14 cm2, calculate the area, in cm2 , of the shaded region.
(8 marks)
KL
MN
E
F
G
H
J