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Change $1 \frac{1}{2}$ years into months. \ ...................... months [1]
Write $\frac{10}{100}$ as a percentage. \text{...............................\%} [1]
Suzy hires a car for 5 days.
It cost $35 for the first day and $20 for each extra day.
Work out the total amount Suzy pays.
$..........................................
Change 57 kilograms into grams.
$\text{............................ g [1]}$
These are the scores of 7 students in a spelling test.
12 8 9 7 13 10 11
(a) Work out the range. ................................................................ [1]
(b) Work out the mean. ................................................................ [2]
A drawer contains 40 socks. 15 socks are black, 5 socks are grey and 20 socks are white. Samir chooses one sock from the drawer at random.
(a) Write down the colour of sock he is most likely to choose. [1]
(b) Find the probability that the sock is not black. [1]
Work out.
$5 - (-2)$
120 people were asked what type of car they own. The results are shown in the pie chart.
[Image_1: Pie chart showing categories of Hybrid, Petrol, Diesel, Electric]
Work out how many people own an electric car.
A rectangle measures 10 cm by 30 cm. It is enlarged by a scale factor of 3.
Work out the size of the new rectangle.
...................... cm by ...................... cm
Work out the value of $2^6$.
Find the coordinates of the mid-point of the line joining the points (0, 0) and (4, 6).
(.............., ..................)
A circle has circumference $16\pi$ cm.
Find the radius of this circle.
\underline{\phantom{..........................................}} \text{ cm}
f(x) = 3 + x^2
Work out f(5).
Reflect the shape in the line $y = 1$.
Find the lowest common multiple (LCM) of 12 and 30.
A = \{\text{square numbers less than 20}\}
B = \{\text{multiples of 4 less than 20}\}
List the elements of $A \cap B$ and $A \cup B$.
$A \cap B$ = .........................
$A \cup B$ = ............................................
A bag contains 5 red balls and 3 blue balls. Magda takes one ball at random out of the bag, notes the colour, and replaces it. She then takes another ball at random out of the bag and notes the colour.
Complete the tree diagram.
[Image_1: Tree diagram with probabilities and branches indicating selections from balls]
Simplify.
$$ \frac{6b}{a} \cdot \frac{2b}{ac} $$
C is the centre of a circle.
A$B$ is a tangent to the circle at $B$.
Write down the value of angle $ABC$.
Angle $ABC$ = ............................................ [1]
A young goat is weighed.
The mass of the goat is 5 kg.
The next time it is weighed, its mass is 7 kg.
Work out the percentage increase in the mass of the goat.
Expand and simplify.
\[2(2x-1)+3(3-x)\]
.......................................... [2]
Write 0.00274 in standard form.
Solve the simultaneous equations.
$$2a + 6b = 22$$
$$-a + 7b = 9$$
$$a = \text{.................................}$$
$$b = \text{........................................}$$