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Intro to Proportional Reasoning with Percents

Intro to Proportional Reasoning with Percents

Assessment

Presentation

Mathematics

6th - 8th Grade

Practice Problem

Medium

CCSS
6.NS.B.3, 6.RP.A.3C, L.1.6

+2

Standards-aligned

Created by

Santiago Villarreal

Used 55+ times

FREE Resource

2 Slides • 17 Questions

1

media

How Can We Use Percents to Compare and Solve Problems?

Proportional Reasoning with Percents

2

Before we dive into proportional reasoning, let’s make sure we understand what a percentage is and how it works in everyday life. Watch this video to learn more!

What are percentages?

3

Open Ended

Explain why a percent is considered a special type of fraction.

4

Multiple Choice

Which of the following BEST explains why percentages are useful in comparing different quantities?

1

They are always whole numbers.

2

They provide a common scale for comparison.

3

They are easier to calculate than fractions.

4

They eliminate the need for decimals.

5

Multiple Choice

In the context of percentages, what does the phrase 'per cent' literally mean?

1

Per one

2

Per ten

3

Per hundred

6

Multiple Choice

Which of the following best explains why percentages are considered 'base-10 fractions'?

1

They always have 10 as the denominator

2

They are always written with two decimal places

3

They are based on parts per 100

4

They can only represent numbers between 0 and 10

7

Multiple Choice

What is the quickest way to convert a percentage to a decimal?

1

Divide by 10

2

Divide by 100

3

Multiply by 10

4

Multiply by 100

8

Multiple Choice

Which of the following represents 50% as a fraction in simplest form?

1

1/2

2

2/4

3

5/10

4

10/20

9

Multiple Choice

Why might a percentage greater than 100% be used in real life?

1

To show a decrease in quantity.

2

To represent a part of a whole.

3

To indicate growth or increase beyond the original amount.

4

To simplify calculations.

10

Open Ended

What does the word 'percent' literally mean?

11

Open Ended

Describe the process of converting a percentage to a decimal. What trick can be used to do this quickly?

12

Math Response

If a store offers a 25% discount on a $200 item, what is the final price?

Type answer here
Deg°
Rad

13

Math Response

What is the decimal equivalent of 75%?

Type answer here
Deg°
Rad

14

Multiple Choice

If you have a fraction 25/100, what is its percent form?

1

25%

2

250%

3

2.5%

4

0.25%

15

Math Response

How can you express 1% as a decimal?

Type answer here
Deg°
Rad

16

Open Ended

If you see the decimal 0.38, how can you quickly determine its percentage equivalent? Explain your method.

17

Multiple Choice

A recipe requires 20% more sugar than flour. If you use 200 grams of flour, how much sugar is needed?

1

220 grams

2

240 grams

3

260 grams

4

280 grams

18

Multiple Choice

If a percentage is greater than 100%, what does this indicate about the quantity it represents?

1

It's impossible, percentages can't exceed 100%

2

It represents a quantity smaller than the whole

3

It represents a quantity larger than the whole

4

It always equals exactly double the whole

19

Multiple Choice

Which of the following represents the largest quantity?

1

25%

2

0.5

3

1/3

4

0.4

media

How Can We Use Percents to Compare and Solve Problems?

Proportional Reasoning with Percents

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