** The Item refer to the information below
The following scores were obtained by eleven
footballers in a goal-shoot competition:
The modal score was
**

** How many grams are in 2.5 kilograms? **

** The number 0.0417 in standard form is **

** A man's regular pay is $3 per hour up to 40 hours. Overtime is twice the payment for regular time. If he was paid $168, how many hours overtime did he work? **

** If p * q = pq ^{2} , then 2 * 3 = **

** What is the value of u in the sequence 2 , 7 , 14 , 23 , 34 , u ? **

** In a school of 910 pupils, ^{2}/_{5} are girls and
^{2}/_{7} of the girls play netball. How many
girls play netball? **

**
In the figure above, the shaded portion
represents **

** A rectangular tank is 50 cm long, 50 cm wide
and 10 cm deep.
The volume of liquid it will hold is **

**
The pie chart above shows how a student
used 10 hours per week for studying
English (E), Mathematics (M), French (F)
and Geography (G), The amount of hours
spent studying French is approximately **

** The water authority charges $10.00 per
month for the meter rent, $2.50 for the first
1 000 litres and $0.10 for each additional
100 litres. What is the total bill for 2 500
litres used in one month? **

** A store charges 15% VAT on all sales. What
is the total cost of a TV set marked at $300 ? **

** If ƒ : x → x ^{2} + 1, then ƒ(-3) is **

** The interest rate on investments in a bank
decreased from 8 ^{1}/_{2} per cent per annum to 6
per cent per annum. The difference in annual
interest on a deposit of $2 000 is **

**
The area of the trapezium ABCD above is **

** Three lights flash at intervals of 2, 6 and 14
seconds respectively. They are started
together. How soon after will they next flash
together again? **

** The marked price of a stove was $520. A
worker bought the stove on hire-purchase
by making a down payment of $100, and
twelve monthly payments of $40 each.
How much could she have saved if she had
bought the stove for the marked price? **

** Which of the following is the Highest Common Factor of 18, 24 and 36? **

** This question refers to the triangle PQR in
which angle QPR = 90°, PR = 12 cm and
PQ = 5 cm.
The length of QR, in cm, is **

** **

** After a 5% discount, an article is sold for
$475. The price before the discount was **

** The mean of ten numbers is 58. If one of the
numbers is 40, what is the mean of the other
nine?
**

**
The diagram above shows the graphs of
3x - y = 1 and 5x + 2y = 20 .
Which ordered pair (x, y) satisfies both
equations? **

** The equation of the line which passes
through the point (0, 2) and has a gradient of
^{1}/_{3} is **

** The table shows the distribution of the ages
of 25 students.
What is the probability that a student chosen
at random is AT LEAST 13 years old? **

** The expansion of (x - 2) ^{2} is **

** The width of a block of wood with
rectangular cross-section is x cm. Its height
is ^{2}/_{3} its width and its length is 4 times its
height. What is its volume in cm^{3}? **

** Which of the following is a prime number? **

** The exterior angles and the interior angles of a
polygon are equal. How many sides does the
polygon have? **

** When rotated through 90° about the origin
in a clockwise direction, the
image of the point (3, 1) is **

** In a box, there are 3 white, 4 red and 2 blue
marbles. What is the probability that a
marble taken at random is NOT blue? **

** The decimal equivalent of ^{7}/_{8} is **

** If x = 3 ^{2} × 2^{3}, then x^{4} = **

** 8x - 4(x - 5) = **

** If an increase of 20% will change the price of an item to $480, what is the original price of the item? **

**
In the diagram, B is due north of A; C is east
of B, and AB = BC. **

** The decimal equivalent of ^{3}/_{8} is **

** The marked price of a bicycle was $260. A
man bought the bicycle on hire-purchase
by making a down payment of $100, and
twelve monthly payments of $16 each.
How much could he have saved if he had
bought the bicycle for the marked price? **

**
In the figure above, for which point is the
x-coordinate positive and the
y-coordinate negative? **

** A circular hole with diameter 4 cm is cut
out of a circular piece of card with a
diameter of 16 cm. The area of the
remaining card, in cm ^{2} , is **

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