Exploring Equivalent Ratios and Multiplication Tables

The video tutorial covers the concept of ratios, focusing on using multiplication tables to find equivalent ratios. It explains how to represent ratios in different forms and provides examples of finding equivalent ratios using multiplication tables. The tutorial also includes solving word problems involving ratios and demonstrates how to simplify ratios and complete ratio tables. The video emphasizes understanding the relationship between terms in a ratio and using multiplication and division to find equivalent ratios.

What is the primary focus of today's lesson?

• Using division to find equivalent ratios

• Using subtraction to find equivalent ratios

• Using a multiplication table to find equivalent ratios

• Using addition to find equivalent ratios

How can ratios be written?

• Using the word 'or', a colon, or as a fraction

• Using the word 'and', a colon, or as a fraction

• Using a semicolon, a colon, or as a fraction

• Using the word 'to', a colon, or as a fraction

Which of the following is an equivalent ratio to 3:8?

• 9:18

• 6:16

• 12:20

• 15:24

What is an equivalent ratio to 4:9?

• 12:27

• 8:16

• 16:32

• 20:45

How do you find equivalent ratios when a specific row is missing in the multiplication table?

• By finding a column with the same numbers

• By adding the numbers

• By subtracting the numbers

• By dividing the numbers

What is an equivalent ratio to 4:14?

• 8:28

• 12:42

• 10:35

• 14:49

In the fruit punch recipe, if Jessa uses 4 pints of orange juice, how many pints of pineapple juice does she need?

• 12 pints

• 10 pints

• 8 pints

• 15 pints

What pattern is observed in the fruit punch recipe ratios?

• Both terms are divided by the same number

• The numerator is always doubled

• The denominator is always halved

• Both terms are multiplied by the same number

How do you complete a ratio table to ensure equivalent ratios?

• By subtracting the same number from both terms

• By adding the same number to both terms

• By multiplying both terms by the same factor

• By dividing both terms by different factors

If the ratio of red to green is 7:9, what is the equivalent ratio when multiplied by 3?

• 28:36

• 21:27

• 35:45

• 14:18