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Area & Perimeter (Edexcel IGCSE Maths A)

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  • FrontPerimeter

    True or False?

    To find the perimeter of a regular 2D shape you multiply the number of sides by the length of one side.

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  • True or False?

    To find the perimeter of a regular 2D shape you multiply the number of sides by the length of one side.

    True.

    To find the perimeter of a regular 2D shape you multiply the number of sides by the length of one side.

  • True or False?

    In a compound shape made up of two rectangles, the length of the two shorter sides opposite a longer side will add up to the same length as the longer side.

    True.

    In a compound shape made up of two rectangles, the length of the two shorter sides opposite a longer side will add up to the same length as the longer side.

    A right-angled L-shape with the left vertical side measuring 8 cm. The top part of the 'L' has a length of 5 cm and the bottom part 3 cm, adding up to the same total as the left vertical side.

  • What does a 'dash' on two or more sides of a shape in a diagram indicate?

    All sides in a diagram that are annotated with a dash are of equal length.

    E.g. A rectangle has two pairs of opposite sides of equal length.

    A rectangle. Top and bottom edges have a single dash indicating equal length, and left and right sides have a double dash indicating equal length.

  • What is the term used to describe the perimeter of a circle?

    The circumference of a circle is its perimeter.

  • What is the formula for the area of a triangle?

    The formula for the area of a triangle is A equals 1 half b h

    Where:

    • A equalsarea

    • b equalsbase

    • h equalsperpendicular height

  • What is the formula for the area of a rectangle?

    The formula for the area of a rectangle is A equals l w

    Where:

    • A equalsarea

    • l equalslength

    • w equalswidth

  • What is the formula for the area of a parallelogram?

    The formula for the area of a parallelogram is A equals b h

    Where:

    • A equalsarea

    • b equalsbase

    • h equalsperpendicular height

  • What is the formula for the area of a trapezium?

    The formula for the area of a trapezium is A equals 1 half open parentheses a plus b close parentheses h

    Where:

    • A equalsarea

    • a and b are the lengths of the two parallel sides

    • h equalsperpendicular height

  • True or False?

    The formula for the area of a circle is A equals 2 pi r.

    False.

    The formula for the area of a circle is A equals pi r squared

    Where:

    • A equalsarea

    • r equalsradius

  • How do you find the area of a compound shape?

    First split the shape into a combination of standard shapes.

    Find the area of each of the standard shapes and add them together.

  • True or False?

    The area of a compound shape can only be found by adding areas.

    False.

    You may usually find the area of a compound shape by adding areas but sometimes it may be easier to find the area of a larger shape and subtract the area of another shape from it to find the area of the compound shape.

    The area of a compound shape can be found by subtracting the area of a triangle from the area of a rectangle.

  • True or False?

    An exam question will always tell you the specific measure or quantity that you need to calculate.

    False.

    Sometimes the specific measure or quantity that you need to calculate will only be implied by the context of the question.

    E.g. When being asked to find the amount of paint required for a wall, you will need to calculate the area of the wall.

Previous:Circle TheoremsNext:Circles, Arcs & Sectors

    1. Topic 1

      Number Toolkit

    2. Topic 2

      Set Notation & Venn Diagrams

    3. Topic 3

      Prime Factors, HCF & LCM

    4. Topic 4

      Powers, Roots & Standard Form

    5. Topic 5

      Fractions

    6. Topic 6

      Percentages

    7. Topic 7

      Compound Interest & Depreciation

    8. Topic 8

      Fractions, Decimals & Percentages

    9. Topic 9

      Rounding, Estimation & Bounds

    10. Topic 10

      Surds

    11. Topic 11

      Using a Calculator

    12. Topic 12

      Ratio Toolkit

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      Ratio Problem Solving

    14. Topic 14

      Exchange Rates & Best Buys

    15. Topic 15

      Direct & Inverse Proportion

    1. Topic 1

      Algebra Toolkit

    2. Topic 2

      Algebraic Roots & Indices

    3. Topic 3

      Expanding Brackets

    4. Topic 4

      Factorising

    5. Topic 5

      Completing the Square

    6. Topic 6

      Algebraic Fractions

    7. Topic 7

      Rearranging Formulas

    8. Topic 8

      Algebraic Proof

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      Solving Linear Equations

    10. Topic 10

      Solving Quadratic Equations

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      Solving Inequalities

    12. Topic 12

      Simultaneous Equations

    13. Topic 13

      Forming & Solving Equations

    1. Topic 1

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      Functions

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      Coordinate Geometry

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      Linear Graphs y = mx + c

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      Graphs of Functions

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      Estimating Gradients

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      Real-Life Graphs

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      Graphing Inequalities

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      Transformations of Graphs

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      Differentiation

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      Standard & Compound Units

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      Angles in Polygons & Parallel Lines

    3. Topic 3

      Bearings, Scale Drawing & Constructions

    4. Topic 4

      Circle Theorems

    5. Topic 5

      Area & Perimeter

    6. Topic 6

      Circles, Arcs & Sectors

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      Volume & Surface Area

    8. Topic 8

      Congruence, Similarity & Geometrical Proof

    9. Topic 9

      Area & Volume of Similar Shapes

    10. Topic 10

      Right-Angled Triangles - Pythagoras & Trigonometry

    11. Topic 11

      Sine, Cosine Rule & Area of Triangles

    12. Topic 12

      3D Pythagoras & Trigonometry

    1. Topic 1

      Vectors

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      Transformations

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      Statistics Toolkit

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      Combined & Conditional Probability