Ratio tables
Ratio tables
Make tables of equivalent ratios relating quantities with whole-number measurements, find missing values in the tables, and plot the pairs of values on the coordinate plane. Use tables to compare ratios.
  • Create and complete ratio tables with whole-number measurements.
  • Find missing values in ratio tables to identify equivalent ratios.
  • Use ratio tables to compare proportional relationships effectively.
  • Visualize data from ratio tables on a coordinate plane.

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Unlock the Magic of Ratio Tables: 

Dive deep into ratio tables with this comprehensive resource designed to make learning ratios simple and effective. Ratio tables are a powerful tool for understanding proportional relationships, and this guide is packed with examples to help you master them.

  • How to Complete Ratio Tables: Learn to find missing values and create equivalent ratios using whole numbers.
  • Explore Patterns in Ratios: Discover the connections between different quantities in ratio tables.
  • Practice, Practice, Practice: Work through multiple examples to build confidence and accuracy.

Example 1: Basic Ratio Table

  • Fill in the missing values:
    A B
    2 4
    4 ?
    ? 16

    The ratio A:B=2:4, or  1:2.

    To find B when A=4:

    B=4×2=8

    To find A when B=16:

    A=16÷2=8

    Completed Table:

    A B
    2 4
    4 8
    8 16

Example 2: Multiply to Complete the Table

  • Use multiplication to find missing values:
    X Y
    3 9
    6 ?
    12 ?

    Solution:

    The ratio X:Y=3:9, or 1:3.

    To find Y when X=6:

    Y=6×3=18

    To find Y when

    X=12:  Y=12×3=36

    Completed Table:

    X Y
    3 9
    6 18
    12 36

Example 3: Divide to Find the Pattern

  • Reverse the process by using division:
    M N
    20 5
    40 ?
    ? 25

    Solution:

    The ratio

    M:N=20:5, or 4:1.

    To find N when M=40:

    N=40÷5=8

    To find M when N=25:

    M=25×5=125

    Completed Table:

    M N
    20 5
    40 8
    125 25

Example 4: Comparing Two Ratio Tables

  • Are the ratios in these tables equivalent?
    Table 1:

    A B
    1 2
    2 4
    3 6

    Table 2:

    A B
    2 4
    4 8
    5 10

    For Table 1, the ratio B:A is: 2:1, 4:2=2:1, 6:3=2:1.

    The ratio is consistent as 1:2.

    For Table 2, the ratio B:A is: 4:2=2:1, 8:4=2:1, 10:5=2:1.

    The ratio is also consistent as 1:2.

    Conclusion: The ratios in both tables are equivalent.

This focused guide on ratio tables is perfect for students, teachers, and anyone looking to understand ratios in a structured, hands-on way. With plenty of examples and clear instructions, you’ll master ratio tables in no time!

Let’s explore the world of ratios and uncover their amazing patterns!"

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