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Write the number 91 072 in words.
Write down the next term of this sequence.
11, \ 14, \ 17, \ 20, \ldots \ \text{.............} [1]
The diagram shows a circle, centre $O$.
an obtuse | a chord | a diameter | an acute |
parallel | a right | perpendicular | a radius |
Complete each statement using words from the list.
Angle $OMB$ is \text{........................................} angle.
Line $ON$ is \text{........................................}.
From the list of numbers, write down
(a) the multiple of 3 .............................................................. [1]
(b) the factor of 52. ................................................................ [1]
7, 13, 25, 29, 33, 47
Write 520.8647 correct to 1 decimal place. \text{.............................} [1]
Work out how many hours there are in 5 days.
The table shows the maximum and minimum temperatures in three villages.
[Table_1]
(a) Write down the village with the lowest maximum temperature.
.................................................... [1]
(b) Complete the table. [2]
Eight cards are numbered from 1 to 8. One of these cards is picked at random.
Write down the probability the card numbered 3 is picked.
A piece of wood is 2 m long. It is cut into blocks that are each 60 mm long.
Work out the number of these blocks that are cut and the length of wood left over.
Number of blocks ....................................................
Length of wood .............................................. mm [2]
Complete the mapping diagram.
A snail moves at an average speed of 50 centimetres per minute.
Work out how many minutes the snail takes to move 3 metres. ............................................. min [2]
Show the inequality $-1 < x \leq 4$ on the number line.
In a mathematics examination, $\frac{3}{8}$ of the questions test algebra. There are 6 algebra questions.
Work out the total number of questions in the examination.
A = \{2, 9, 11, 14, 20\}
B \subset A \text{ and } n(B) = 2.
List the elements of one possible set B.
C is the point (1, 8) and D is the point (5, 0).
Find the coordinates of the mid-point of CD.
(.................., ..................)
A bag contains 2 pink balls and 7 green balls.
One ball is taken at random and then put back in the bag.
Another ball is then taken at random from the bag.
Complete the tree diagram.
[Image]
Simplify.
$$ \frac{c}{5} \cdot \frac{1}{d} $$
The scatter diagram shows the biology mark and the chemistry mark for each of 10 students.
(a) On the scatter diagram, draw a line of best fit. [1]
(b) Find the number of students with a mark of more than 3 in biology. [1]
The cost of 30 litres of fuel is $27.
Work out the cost of 40 litres of fuel.
$ ...........................................
A sphere has diameter 6 mm.
Calculate the volume of the sphere.
Give your answer in terms of \( \pi \). .................................................. mm\(^3\) [3]
Solve the simultaneous equations.
$$2x + 3y = 17$$
$$x - y = -4$$
x = .......................................
y = ....................................... [3]
Yasmin asks 60 students whether they like cherries (C) or dragon fruit (D). 13 students like both cherries and dragon fruit. 18 students like cherries only. 15 students like neither.
Complete the Venn diagram to show this information.
The equation of line $L$ is $2y = x - 6$.
Line $P$ is parallel to line $L$ and passes through the point $(0, 4)$.
Find the equation of line $P$.