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Equivalent Ratios: Understanding Mathematical Relationships
Presentation
•
Mathematics
•
6th Grade
•
Hard
Eden Westergaard
FREE Resource
10 Slides • 8 Questions
1
2
3
Open Ended
Why do you think understanding equivalent ratios is important in solving real-world problems?
4
5
Multiple Choice
Which of the following best describes a ratio?
A comparison of two numbers with the same unit
A sum of two numbers
A product of two numbers
A difference between two numbers
6
7
Open Ended
Explain how you can determine if two ratios are equivalent. Provide an example to support your explanation.
8
9
Multiple Select
Which of the following statements about tape diagrams are correct?
They visually represent ratio relationships
Each unit in a tape diagram has equal value
Tape diagrams can only be used for ratios with the same numbers
Tape diagrams help in understanding ratios
10
11
Math Response
In the recipe scaling example, if the original recipe is 4 oz cornstarch to 5 oz water, the scale factor (the number by which you multiply both sides) for 28 oz cornstarch is ___.
12
13
Multiple Choice
If the ratio is 2:3 and the first number is 10, what is the second number?
15
12
8
20
14
15
Open Ended
Describe a common mistake students make when working with ratios and how to avoid it. Use an example in your explanation.
16
17
18
Multiple Choice
Which of the following statements correctly describes when two ratios are equivalent?
They show the same comparison, even if the numbers are different.
They have the same numbers in both terms.
They are both less than 10.
They are both greater than 100.
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