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Change 21 days into weeks.
............................. weeks [1]
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In a shop, there are 3 red roses, 5 white roses and 4 yellow roses. Milo chooses a rose at random.
Which colour of rose is he most likely to choose?
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A carton contains 1 litre of juice. The juice is poured into glasses. A full glass holds 300 ml of juice. Complete the statement.
There are ............... full glasses and ............... ml of juice left.
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The table shows the favourite sports of 80 students.
[Table_1]
Complete the table.
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Measure angle $x$.
$x =$ ext{.............................} [1]
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Complete this statement.
$\frac{1}{25} = \frac{\text{\fbox{}}}{100} = \text{\fbox{}}\%$
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Three packets of sweets cost 60 cents.
Work out the cost of four packets of these sweets.
............................................. cents [1]
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Work out.
\( \frac{3}{7} \times \frac{5}{9} \)
Give your answer as a fraction in its lowest terms.
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The value of a car is $3000.
At the end of one year the value of the car has reduced by 25%.
Work out the value of the car at the end of one year.
$ \text{.....................................} \ [2]
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This is the graph of $y = x^2 - 6x$.
On the grid, draw the line of symmetry. [1]
Write down the equation of this line of symmetry. [1]
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The probability that a bus is not late is always 0.9. Heather uses the bus 20 times. Work out how many times the bus is expected to arrive late.
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Work out the value of $x$.
[Image_1: Triangle with angles $x^\circ$, $3x^\circ$, and $20^\circ$ labeled, NOT TO SCALE]
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Write the ratio $360 : 200 : 120$ in its simplest form.
................ : ................ : ................ [2]
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Solve the simultaneous equations.
$$\begin{align} 5x + 2y &= 30 \\ 3x + 4y &= 32 \end{align}$$
$x = \text{..............................}$
$y = \text{..............................}$
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Write as a single fraction.
$$\frac{x}{2} - \frac{y}{3}$$
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There are 112 books on a bookshelf.
84 are paperback books $(P)$.
59 are fiction books $(F)$.
37 of the paperback books are fiction books.
(a) Complete the Venn diagram.
[2]
(b) Find $n(P \cup F)'$. ..................................................... [1]
(c) What type of books are represented by $(P \cup F)'$?
............................................................................................................................... [1]
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$9^{-5} \div 9^{-3} = 9^{k}$
(a) Find the value of $k$.
$k = \text{..........................}$ [1]
(b) Using your answer to part (a), write $9^{k}$ as a fraction. [1]
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