Using a Ruler & Protractor
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Either paper 1 mark
The triangle DEF is drawn accurately, at full size.
Use a ruler to measure the length of FD.
Give your answer in centimetres.
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Either paper 2 marks
Here is a rectangle \(ABCD\), drawn accurately at full size.
(a)Use a ruler to measure the length of \(AB\).
Give your answer in centimetres, correct to the nearest half a centimetre.
(b)Give your answer to part (a) in millimetres.
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Either paper 3 marks
The trapezium \(ABCD\) is drawn accurately, at full size. \(AB\) and \(DC\) are parallel.
(a)Use a ruler to measure the length of \(AB\).
Give your answer in centimetres.
(b)Measure the length of \(DC\).
Give your answer in centimetres.
(c)Calculate how much longer \(AB\) is than \(DC\).
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Either paper 1 mark
The triangle ABC is drawn accurately.
Use a protractor to measure the size of angle \(ACB\).
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Either paper 2 marks
The diagram shows a parallelogram, drawn accurately.
(a)Use a protractor to measure the size of the angle marked \(x\).
(b)Write down whether the angle marked \(x\) is acute, obtuse or reflex.
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Either paper 2 marks
The diagram is drawn accurately. The angle marked \(x\) is a reflex angle.
(a)Use a protractor to measure the size of the angle marked \(x\).
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Either paper 3 marks
\(PQRS\) is a scale drawing of a rectangular field. It is drawn accurately, at full size on the page.
The scale of the drawing is 1 cm represents \(10\) m.
(a)Use a ruler to measure the length of \(PQ\) on the drawing.
Give your answer in centimetres.
(b)Work out the real length of the field.
Give your answer in metres.
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Either paper 1 mark
The triangle PQR is drawn accurately, at full size.
Use a ruler to measure the length of PQ.
Give your answer in centimetres.
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Either paper 2 marks
Here is a rectangle \(ABCD\), drawn accurately at full size.
(a)Use a ruler to measure the length of \(AB\).
Give your answer in centimetres, correct to the nearest half a centimetre.
(b)Give your answer to part (a) in millimetres.
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Either paper 3 marks
The trapezium \(ABCD\) is drawn accurately, at full size. \(AB\) and \(DC\) are parallel.
(a)Use a ruler to measure the length of \(AB\).
Give your answer in centimetres.
(b)Measure the length of \(DC\).
Give your answer in centimetres.
(c)Work out how much longer \(AB\) is than \(DC\).
- \(7\ \text{cm}\)
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(a) \(6\ \text{cm}\)
(b) \(60\ \text{mm}\) -
(a) \(7\ \text{cm}\)
(b) \(4\ \text{cm}\)
(c) \(3\ \text{cm}\) - \(95^\circ\) — accept \(93^\circ\) to \(97^\circ\)
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(a) \(35^\circ\) — accept \(33^\circ\) to \(37^\circ\)
(b) acute - (a) \(220^\circ\) — accept \(218^\circ\) to \(222^\circ\)
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(a) \(9\ \text{cm}\)
(b) \(90\ \text{m}\) - \(4\ \text{cm}\)
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(a) \(7.5\ \text{cm}\)
(b) \(75\ \text{mm}\) -
(a) \(9\ \text{cm}\)
(b) \(5\ \text{cm}\)
(c) \(4\ \text{cm}\)
Takes a couple of seconds the first time a sheet is made.