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Unit 6 Lesson 15 Percent Review

Unit 6 Lesson 15 Percent Review

Assessment

Presentation

Mathematics

6th - 9th Grade

Practice Problem

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Created by

Virginia Sager

Used 8+ times

FREE Resource

13 Slides • 11 Questions

1

Unit 6 Lesson 15: Percent Review

By Virginia Sager

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Recall information about percents from previous math classes....

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Percent Conversions:

Percent to Decimal

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Multiple Choice

Which of the following is the decimal equivalent to 4%4\%  

1

0.40.4  

2

0.040.04  

3

44  

4

4040  

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Multiple Choice

Which of the following represents 100% as a decimal?

1

1

2

0.01

3

0.1

4

100

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Percent Conversions:

Decimal to Percent

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Multiple Choice

Which of the following represents 1.08 as a percent?

1

8%8\%  

2

108%108\%  

3

18%18\%  

4

180%180\%  

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Percent Conversions:

Percent to Fraction​

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Multiple Choice

Which of the following represents 80%80\%   as a fraction in simplest form?

1

45\frac{4}{5}  

2

34\frac{3}{4}  

3

1 451\ \frac{4}{5}  

4

810\frac{8}{10}  

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You cannot add, subtract, multiply or divide with values written as percents.

  • BUT you CAN with DECIMALS and FRACTIONS.

  • We must convert percentages to the equivalent fraction or decimal value in order to operate with them!

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When will I use this information about percents?

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Read through the example on how to calculate tax.

In order to determine what you will end up paying in total you must add ​the item cost + dollar amount due for tax.

Example

$60 + 4.50 = total $64.50

Calculating Tax!​

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Draw

You need to pay 8% tax on a car that costs $12,000. What will you end up paying in total?

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Multiple Choice

If you must pay the cost of the car ($12,000), and also pay an 8% tax, which of the following percentages represents what you will end up paying in total?

1

8%

2

100%

3

92%

4

108%

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  • Read through the example on how to calculate a discount.​

  • In order to determine what you will end up paying in total you must subtract ​the item cost + dollar amount of discount.

  • Example

    • $449.95 - $67.49 = total $382.46

Calculating Discounts!

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Multiple Choice

Burritos are on sale for 30% off. Your favorite burrito normally costs $8.50. How much does it cost now?

1

$5.95

2

$5.10

3

$2.55

4

$3.40

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Multiple Choice

If the burrito is on sale for 30% off, what percentage are you actually paying?

1

60% of the original cost.

2

70% of the original cost.

3

40% of the original cost.

4

30% of the original cost.

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Multiple Choice

A pair of shoes that originally cost $79 is on sale for 35% off. Does the expression 0.65(79)0.65\left(79\right)   represent the sale price of the shoes, in dollars?

1

Yes!

2

No!

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Yes! If the shoes are on sale for 35 % off, 100%-35%=65% so you are still responsible for paying the remaining 65% ​.

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Multiple Choice

If an item originally costs $65.99. Their is not a sale, discount, or tax on the item. What is 100% of the cost of the item?

1

$65.99

2

$131.98

3

$32.99

4

$69.95

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Consider multiple ways to correctly calculate!

Scenario:

"A one-night stay at a hotel in Anaheim, CA costs $160. Hotel room occupancy tax is 15%. What is the total cost of a one-night stay?

You can either multiply the cost of the room by 0.15, then add the tax to the cost of the room (expression 1) , or you can recognize total is 115% of the room cost because 100% of the room cost +15% for tax is 115% (expression 2).

Both ways will result in the correct calculation/answer!

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Multiple Select

Scenario: " The population of a city was 842,000 ten years ago. The city now has 2% more people than it had then."

SELECT ALL of the expressions that can be used to calculate the population of the city now.

1

842,000 + 0.02(842,000)842,000\ +\ 0.02\left(842,000\right)  

2

1.02(842,000)1.02\cdot\left(842,000\right)  

3

842,000 +0.98(842,000)842,000\ +0.98\left(842,000\right)  

4

1.20 (842,000)1.20\ \cdot\left(842,000\right)  

5

0.98(842,000)0.98\cdot\left(842,000\right)  

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Something to think about:

What is an example of something that would be greater than 100%

You are most familiar with your grade as a percentage. Consider other ways percents are used.

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You have completed the percent review!

Finished Early?

  1. Unit 6 Lesson 15 Practice Problems

  2. Check out the Unit 6 Study Guide LINKED.

  3. Complete any missing/late/incomplete work!​

    Playing a game is not permitted at this time.

Unit 6 Lesson 15: Percent Review

By Virginia Sager

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