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Percent Applications Study Guide

Percent Applications Study Guide

Assessment

Presentation

Mathematics

7th Grade

Medium

CCSS
6.RP.A.3C, 7.RP.A.3, 8.EE.C.7B

+1

Standards-aligned

Created by

Tavaria Miller

Used 7+ times

FREE Resource

10 Slides • 31 Questions

1

Percent Applications Study Guide

Make sure to take notes in your notebook. You can use them on your test tomorrow.

2

​The Percent Proportion

​The percent proportion is shown to the right. It is percent over 100 equals part over whole.

​In the example, we can see that 3 is 60% of 5.

3 is the part. 5 is the whole.

​60% is the percent and 100 represents 100% which is always equal to 1 whole.

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3

Multiple Choice

What does it mean if you have 100% of something?

1

you have none of it

2

you have half of it

3

you have the entire amount

4

you have more

4

Multiple Choice

In the question,

"35 is what percent of 40?"

What is the 40?

1

Part

2

Whole

3

Percent

4

Nothing

5

To calculate percent of a number:

Turn your percent into a decimal and multiply by a whole number.

​To turn your percent into a decimal you can move the decimal to the left twice OR divide the percent by 100.

6

Multiple Choice

Write 0.673 as a percent.
1
6.73%
2
67.3%
3
673%

7

Multiple Choice

Write 16.33% as a decimal.
1
0.1633
2
1.633
3
0.163

8

Multiple Choice

Write 283% as a decimal.
1
28.3
2
0.0283
3
2.83

9

Multiple Choice

What is 11% of 15?
1
1.65
2
1.56
3
2.5

10

Multiple Choice

What is 15% of 82?
1
12.3
2
123
3
1.23

11

Multiple Choice

The middletown Zoo has 130 different exhibits.  Of those 130 exhibits, 30% of them contain birds.  How many exhibits contain birds?
1
49
2
39
3
60
4
25

12

​Discounts

​To calculate the amount saved or the discount:

​Turn the percent into a decimal and multiply by the original price.

​If the question asks for the new or sale price:

​Subtract the discount amount from the original price.

13

Multiple Choice

 If you receive 25% off an item costing $22.00, how much money do you save?
1
$ 5.50
2
$ 4.25
3
$6.00
4
$7.35

14

Multiple Choice

Discount is ____________ from the price.
1
added
2
divided
3
subtracted
4
Ms. Golino is awesome

15

Multiple Choice

In a video store, a DVD that sells for $15 is marked 10% off. What is the amount of discount?
1
1.00
2
1.50
3
16.50
4
13.50

16

Multiple Choice

You want to buy a shirt.  The original price was $27, and the sale says 25% off.  How much will pay for the shirt?
1
0.25
2
33.75
3
6.75
4
20.25

17

Multiple Choice

Regular price: $174. Discount: 40%. Find the sale price. Round to nearest cent if necessary.
1
$104.40
2
$140.40
3
104.4
4
69.6

18

Multiple Choice

Alicia went to the local farmer's market to buy some fresh produce. She bought carrots for 35% off the original price of $7.40. How much did Alicia pay for the carrots?
1
4.81
2
2.59
3
9.99
4
3.50

19

Working backwards to calculate the percent discounted or marked up:

(​Amount of discount/markup divided by the original price) x 100.

To calculate:

Subtract the original price - new price.

Then, divide your answer by the original price.​

​Multiply that answer by 100.

​(ALWAYS CALCULATE DISCOUNTS BEFORE TAX. TAX IS CALCUATED USING SALE PRICE.)

20

​Example: Adam bought a T-shirt that was originally $15 for $12. What percent was this shirt discounted?

​15-12= 3

​3 divided by 15 = 0.2

​0.2 x 100 = 20%

​The shirt was discounted 20% off.

21

Multiple Choice

Find the percent of change if the original cost was $5 and the new cost is $1. 
1
Increase $4
2
Decrease $4
3
Decrease 80%
4
Decrease 400%

22

Multiple Choice

The original price of your backpack was $35. This month the price is $42. What is the percent change?

1

20%

2

35%

3

17%

4

14.6%

23

Sales Tax and Tips:​

To calculate the amount of tax or tip:​

​Turn the percent into a decimal and multiply by the original price.

​If the question asks for the new or final price:

Add the tax or tip amount to the original price.

24

Multiple Choice

Tax on a $12, 985 car is 6%.  What is the amount of tax?
1
13,764.10
2
908.95
3
14,023.8
4
779.10

25

Multiple Choice

You got good service at a restaurant so you wanted to leave a 25% tip.  If the meal was $23.95, what was your amount of tip?
1
5.99
2
29.94
3
4.79
4
28.74

26

Multiple Choice

Tax on a $12, 985 car is 6%.  What is the total price of the car?
1
13,764.10
2
908.95
3
14,023.8
4
779.10

27

Multiple Choice

A pair of awesome skinny jeans costs $25, but it is on sale for 25% off.  Score!  If tax is 8%, what is the total cost?
1
18.75
2
20.25
3
27
4
22.50

28

Income Tax​

Income tax is tax that has to be paid to the government based on the amount of income you make. ​

​To calculate income tax:

​Turn your percent into a decimal and multiply by the amount of income made in one year.

29

Multiple Choice

Vickie makes $40,000 annually.  If she pays 20% in income tax, what is the amount of income tax she will pay?
1
8000
2
80000
3
2000
4
1200

30

Multiple Choice

Peter is a college professor.  His annual salary is $112,000.  If he has to pay 25% income tax what is the amount of tax he will pay?
1
30000
2
28000
3
25000
4
22000

31

Simple Interest​

I = PRT

Interest = Principal x Rate x Time

Interest is the extra money earned or paid.

Principal is the original amount invested or borrowed.

Rate is the percentage.​

​Time is the amount of time in years.

​If you know the interest and need to find one out of P, R, or T, divide the interest by the other two variables.

32

Multiple Choice

Emilio borrows $1200 from a bank with 8% simple interest per year.  How much will he have to pay back total in 2 years?
1
$150
2
$192
3
$1350
4
$1392

33

Multiple Choice

Principal = $500
Interest rate =5%
Time = 5 years
What is the interest earned?
1
95
2
105
3
125
4
135

34

Multiple Choice

The simple interest formula is I=Prt.  What does the t represent?
1
Principle
2
Interest
3
Time, in hours
4
Time, in years

35

Multiple Choice

Convert 18 months to years. 
1
18 Years
2
1.5 Years
3
.18 Years
4
You cannot change it to years.

36

Multiple Choice

What does the "I" in the interest formula stand for?
1
Important
2
Interest
3
Internet
4
Igloo

37

Multiple Choice

Question image
The rate is given as a percent (%).  Before using it in the simple interest formula, you must first convert it to a______.
1
fraction
2
decimal
3
ratio
4
dollar amount

38

Multiple Choice

Question image
The simple interest formula is I=Prt.  The P represents the principle.  The principle is ___________________.  
1
the amount of money borrowed or deposited
2
the percent interest for his year
3
the amount taxed
4
the amount the bank owes you for being a customer at their bank

39

Multiple Choice

Jack deposited $1,400 in his bank account.  After 3 years, the account earned $294 in interest.  Find the simple interest rate.
1
5%
2
8%
3
7.25%
4
7%

40

A rebate is money you receive back after making a purchase.

​For example, a new X-Box is on sale. The store is offering a $75 mail-in rebate. That means that you go to the store and pay full price and then they will mail you $75 a few weeks later.

​Because rebates come so late they are always subtracted LAST, after discounts, tips, and taxes.

41

Multiple Choice

Ariel is buying new shoes. They are $40, and there is a 10% off discount. There is also a 5% tax. Ariel also has a coupon for a $10 mail in rebate. How much will Ariel pay for the shoes after discounts, taxes, and rebates?

1

$25.00

2

$27.80

3

$37.80

4

$15.00

Percent Applications Study Guide

Make sure to take notes in your notebook. You can use them on your test tomorrow.

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