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Understanding basic ratio notation and partitioning

Ratio, proportion and rates • Ratio and proportion

Key concepts

What you'll likely be quizzed about

  • Ratio notation is a way to represent the relationship between two or more quantities.
  • For example, a ratio of 2:3 indicates that for every 2 parts of one quantity, there are 3 parts of another.
  • Ratios can be simplified by dividing both terms by their greatest common divisor, allowing for easier comparison and understanding of relationships.

Flashcards

Test your knowledge with interactive flashcards

What is partitioning in ratios?

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Partitioning is dividing a whole into specified parts based on a given ratio.

Key notes

Important points to keep in mind

Ratios can be written in different forms (a:b or a/b).

Always simplify ratios to their lowest terms.

Partitions of a whole depend on the total sum of the ratio parts.

Use ratio notation in practical problems for clarity.

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