• A ratio table is a structured way of organizing equivalent ratios.
  • It helps in finding missing values and understanding proportional relationships.

  • A ratio compares two quantities (e.g., 2:3 means 2 parts of one quantity for every 3 parts of another).
  • Can be written in different forms: a:b, a to b, or a/b.

  • Start with a known ratio.
  • Multiply or divide both terms by the same number to create equivalent ratios.
  • Fill in missing values using multiplication or division.

  • Scaling up and down: Helps in increasing or decreasing the values proportionally.
  • Finding unit rate: Divide both terms by the first quantity to get a per-unit value.
  • Comparing ratios: Check if two ratios are proportional by simplifying or cross-multiplying.

Suppose the ratio of apples to oranges is 2:3. A ratio table would look like this:

ApplesOranges
23
46
69
812

Each row maintains the same proportional relationship.


  • Cooking recipes (e.g., mixing ingredients in proportion).
  • Speed and distance calculations.
  • Converting currency or measurements.

  • Ensure that all values are multiples of the original ratio.
  • Cross-multiply corresponding values to verify correctness.

Learn with an example

let’s practice! 🖊️

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