Area and Perimeter
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Either paper 4 marks
Here is a rectangle.
(a)Find the perimeter of the rectangle.
(b)Find the area of the rectangle.
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Either paper 2 marks
Here is a triangle. The dashed line is the perpendicular height.
Work out the area of the triangle.
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Either paper Higher1 mark
A regular pentagon has sides of length \(2\) cm. Every side is made longer, so that each side is now \(6\) cm.
Work out what the perimeter of the shape is multiplied by.
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Either paper 4 marks
Here is a rectangle with an area of \(54\) cm².
(a)Work out the length of the side marked \(x\).
(b)Work out the perimeter of the rectangle.
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Either paper 4 marks
The diagram shows a right-angled triangle.
(a)Find the perimeter of the triangle.
(b)Find the area of the triangle.
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Either paper 2 marks
The diagram shows an isosceles triangle.
Find the perimeter of the triangle.
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Either paper 4 marks
The diagram shows a parallelogram.
(a)Work out the area of the parallelogram.
(b)Work out the perimeter of the parallelogram.
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Either paper 3 marks
The square below has an area of \(196\) cm².
(a)Find the length of the side marked \(x\).
(b)Find the perimeter of the square.
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Either paper 4 marks
Here is a regular octagon.
(a)Calculate the perimeter of the octagon.
(b)A different regular octagon has a perimeter of \(64\) cm.
Calculate the length of one of its sides.
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Either paper 2 marks
Here is a rectangular carpet that measures 8 m by 5 m.
Part of the carpet is covered by a square rug of side 2 m.
Show that \(\frac{ 1 }{ 10 }\) of the carpet is covered by the rug.
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(a) \(46\ \text{cm}\)
(b) \(112\ \text{cm}^2\) - \(100\ \text{cm}^2\)
- \(\times 3\)
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(a) \(6\ \text{cm}\)
(b) \(30\ \text{cm}\) -
(a) \(24\ \text{cm}\)
(b) \(24\ \text{cm}^2\) - \(41\ \text{cm}\)
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(a) \(156\ \text{cm}^2\)
(b) \(56\ \text{cm}\) -
(a) \(14\ \text{cm}\)
(b) \(56\ \text{cm}\) -
(a) \(96\ \text{cm}\)
(b) \(8\ \text{cm}\) - \(\frac{ 2^2 }{ 8 \times 5 } = \frac{ 4 }{ 40 } = \frac{ 1 }{ 10 }\)
Takes a couple of seconds the first time a sheet is made.