Leva
/
u
F
(.'1sr o Al
O
7. Find the product of 40 and 8
8. The total perimeter of a triangle is 3.65cm. The first side is 1.04cm and
the second side
is
I
0.59cm. What is the length of the third side?
9. Calculate the following:a) 3.456 x
50
b) 9.75 x70
c) 6.532 x 40
10. Write the following in scientific notation:-
a) 32a0000
b) 0.00952 c) 80000000000000
11. Write the following as an ordinary number:-
a)t.234x106 b)7.46x10-2
lZ.If x-
4 and y:8, what is 5y
13. Calculate xo
-2x?
c)1.5x10-8
14.
If
John throws a dice what is the probability that he
will get a three?
15. What is the probabilrty of getting an s in the word scissors?
16. Tom bought a bike for
t L20? He later sold it for f132. What
percentage profit did he make
on
the original cost price?
17. Joe buys a boat for f,16000. He later sells
percentage loss based
on
18. Use Pythagoras to find
it for f,14000. What is the
the original cost price?
x
l2cm
19.
A map has a scale of 1 : 500
If two towns arc 7m apart on the ffi&p, how far are they in reality? Put
the answer into
kilometres.
20. Rorurd the following to three significant figures:a) 2.4756
b) 18.639
c) 52.379
2I. A gardener plants flowers and vegetables in the ratio of 3:2
If
he has 250 plants, how many are vegetables?
22. An inheritance is divided between two sons in the ratio of 5 : 4
If f45000
was the total inheritance, how much money did each son
get?
23. Calculate all the angles
LEVEL F
1)
The numbers of peopte visiting the local library in the month of June
are as follows
29152631514372628
4182123363812434822
492834412713192625
Complete an ordered STEM and LEAF diagram remember to include
a KEY.
2A
Favourite Number of Angle in the pie chart
Colour
Peoole
Red
22
Blue
10
Green
28
TOTAL
60
Complete the table to show the angle
required to represent each
anqle requ
colour in a pie chart
Favourite
Car
Angle in the pie chart
Complete the table to show the angle required to represent each
colour in a pie chart
3)
Calculate the area of each of these shapes.
+12cnv---+
LEVEL F
4)
Express the following equations in terms of x
a) y= 4x+3
b) Y= 2x-4
c) y=6x+5
d)Y=7x-4
5
Rows
Number
2
5
1
3
3
7
4
5
12
4
5
I
of
Seats
How many seats in the 12th row
6
Rows
Number
2
10
1
7
3
13
of
Seats
How many seats in the 9th row.
7)
2cm
2cm
Draw this shape to scale in your jotter
a) Draw a reduction of this shape. Use a scale factor Tz
b) Draw an enlargement of this shape. Use a scale factor of 2
LEVEL F
8)
Draw the following using the scale 1 cm = 100m
Example: A Bearing of 0gO0 for a distance of 400m
4cm
a) A Bearing of 1200
b) A Bearing of 24So
c) A Bearing of 1850
d) A Bearing of 0600
e) A Bearing of 3300
for a distance of 400m
for a distance of 600m
for a distance of 300m
for a distance of 800m
for a distance of 900m
e)
Use the foiiowing infoiinai,ion to complete the frequency iaiiie
4 8 46 42 34 22 27 62 50
12 45 10 36 32 26 44 42 66
31 33 64 44 42 18 60 54 49
lnterval
Tallv
16
39
28
Frequencv
0-9
10-19
20-29
TOTAL
LEVEL F
10)
Draw a regular octagon inside the circle below.
11)
The scatter graph shows the scores of a group of pupils on two
different tests.
Test Scores
20
18
16
14
/, 12
IF10
=8 6
4
2
0
8101214161820
ART
a)
What were the scores of the pupils who showed the
SMALLEST difference in performance over the two tests?
Answer: Art test
Maths test scores:
score:
b) What were the scores of the pupils who showed the
LARGEST difference in performance over the two tests?
Answer: Art test
_ Maths test scores:
score:
-
,