The area of a rectangle is the amount of area contained within the shape. The area can be calculated by multiplying the base by the height.
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GCSE Maths (Higher) Revision Flashcards
- SKU: 12-4130-30095-03
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Printed Edition
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- £5.00 (+VAT)
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GCSE Maths (Higher) Revision Flashcards
- SKU: 12-4130-30095-03
-
Printed Edition
- £5.00 (+VAT)
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Related topics
- A tangent and radius meet at 90 degrees
- Angles in parallel lines
- Angles in quadrilaterals
- Angles in the same segment are equal
- Angles in triangles
- Area of a circle
- Area of a parallelogram
- Area of a sector
- Area of a square
- Area of a trapezium
- Area of a triangle
- Areas of compound rectilinear shapes
- Areas of non-right-angled triangles
- Bearings
- Circle theorems
- Circumference of a circle
- Combinations of transformations
- Congruence
- Constructing triangles
- Constructions
- Cosine
- Cosine rule
- Density
- Enlargements
- Exterior angles
- Length of an arc
- Loci
- Opposite angles in a cyclic quadrilateral add up to 180 degrees
- Perimeter
- Pressure
- Projections
- Properties of 2D Shapes
- Properties of 3D shapes
- Pythagoras' Theorem
- Reflections
- Rotations
- Similar triangles
- Similarity
- Sine
- Sine rule
- Speed
- Sum of angles in a polygon
- Surface area of a cone
- Surface area of a cuboid
- Surface area of a sphere
- Surface areas of prisms
- Surface areas of pyramids
- Tangent
- Tangents from the same point are the same length
- The alternate segment theorem
- The angle at the centre of a circle is twice the angle at the circumference
- The angle in a semi-circle is 90 degrees
- The perpendicular bisector of a chord passes through the centre of the circle
- Transformations
- Translations
- Trigonometry
- Two radii form an isosceles triangle
- Vectors
- Volume of a cone
- Volume of a cuboid
- Volume of a sphere
- Volumes of prisms
- Volumes of pyramids
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This GCSE Maths revision webinar is on Indices and Surds.
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This revision webinar is on Circle Theorems.
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