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Mathematics — First Preparatory
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Curriculum
Mathematics — First Preparatory
Unit 1: Numbers
0/10
Ratio and Proportion
Text lesson
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Ratio and Proportion — Lesson quiz
5 questions
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Applications of Ratio and Proportion
Text lesson
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The drawing scale
Dividing a quantity in a given ratio
Percentages and discounts
Direct proportion
Worked examples
Common mistakes
Lesson summary
Applications of Ratio and Proportion — Lesson quiz
5 questions
Preview
Sets and Operations on Sets
Text lesson
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Sets and Operations on Sets — Lesson quiz
5 questions
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Operations on Integers
Text lesson
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Operations on Integers — Lesson quiz
5 questions
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Operations on Rational Numbers
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Operations on Rational Numbers — Lesson quiz
5 questions
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Unit 2: Algebra
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Algebraic Expressions and Formulas
Text lesson
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Algebraic Expressions and Formulas — Lesson quiz
5 questions
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Linear Equations
Text lesson
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Linear Equations — Lesson quiz
5 questions
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Unit 3: Statistics
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Organizing Data
Text lesson
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Organizing Data — Lesson quiz
5 questions
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The Arithmetic Mean
Text lesson
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The Arithmetic Mean — Lesson quiz
5 questions
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Pie Charts
Text lesson
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Pie Charts — Lesson quiz
5 questions
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Unit 4: Geometry
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Types of Angles and Their Relations
Text lesson
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Types of Angles and Their Relations — Lesson quiz
5 questions
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Quadrilaterals
Text lesson
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Quadrilaterals — Lesson quiz
5 questions
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Polygons
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Polygons — Lesson quiz
5 questions
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Text lesson
Applications of Ratio and Proportion
Mathematics — First Preparatory
Applications of Ratio and Proportion
Explanation
Practice
The drawing scale
The drawing scale
A drawing scale is the ratio between a length on a drawing and the real length it represents.
It is usually written as 1 : n, where n is a large number.
If the scale is 1 : 20000, then every 1 cm on the drawing represents 20000 cm in reality.
The rules are:
Real length = length on the drawing × n.
Length on the drawing = real length ÷ n.
Both lengths must be in the same unit before we calculate.
Convert the real length into the unit of the drawing first, for example from metres to centimetres.
Applications of Ratio and Proportion · 1 / 7
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