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From the list of numbers write down
(a) a square number, .......................................................... [1]
(b) the irrational number, ...................................................... [1]
(c) the prime number, ........................................................ [1]
(d) a multiple of 9. .......................................................... [1]
[List of numbers: 3, \pi, 9, 21, 36, 48]
Write down two \textbf{different} fractions between \(\frac{1}{4}\) and \(\frac{1}{2}\).
Use a number to complete the statement.
The diagram has ................. lines of symmetry.
From the list above select the mathematical name for
(a) the line $AB$, ........................................................ [1]
(b) the shaded area. ......................................................... [1]
[Image_1: Diagram of circle with line AB and shaded area]
arc chord circumference diameter radius sector segment
Draw an angle of 164° at $A$.
\textit{ABCD} is a rectangle.
\textit{P} is the midpoint of \textit{BC}.
(a) Write down the mathematical name of triangle \textit{APD}. .............................................................. [1]
(b) Write down the mathematical name of quadrilateral \textit{APCD}. .............................................................. [1]
(a) Write down the co-ordinates of point $P$. \(\text{(................, ................)}\) [1]
(b) Plot and label the point $Q(5, 1)$. [1]
A circle has diameter 12 m.
Find the area, leaving your answer in terms of \( \pi \).
\text{......................... m}^2 \text{ [1]}
A square of side 2 cm is removed from the corner of a square of side 8 cm.
Find the area of the remaining shape. .................................................. $\text{cm}^2$
Find the value of $x$.
$x = \text{.....................}$
Write $4.2 \times 10^4$ as an ordinary number.
Find the highest common factor (HCF) of 32 and 48.
The mass of a lorry is 3800000 g.
Write this mass in tonnes.
A \quad y = 3x - 2
B \quad 3 + y = 2x
C \quad 2y = 6x - 2
D \quad 3x - 2 + y = 0
A, B, C \text{ and } D \text{ are the equations of four straight lines.}
\text{From the list, find the two straight lines that are parallel.}
........................................ \quad \text{and} \quad ................................... [2]
Expand the brackets and simplify.
$3(4x - 1) - 2(x + 3)$
f(x) = 3x^2 + 1
Find the values of x when f(x) = 49.
x = ..................... and x = .....................
Raoul invests $500 for 4 years at a rate of 3% simple interest per year.
Find the total interest he receives at the end of the 4 years.
$ __________________________
[Image_1: Two triangles, one with sides 4cm and 5cm, the other with sides 10cm and x cm. Text: NOT TO SCALE] These two triangles are similar.
Find the value of x.
\( x = \text{.............................} \)
(a) Complete the statement using one of the symbols <, = or >.
-7 .......... -4 [1]
(b) Write the information shown on the number line as an inequality.
................................ [2]
Describe fully the single transformation that maps triangle A onto triangle B.
...............................................................................................................................
Describe the single transformation that maps $y = f(x)$ onto $y = f(x + 3)$.