Double Discounts, Summaries of Finance

Questions 9–15 ask students to compare discounts to find the better deal. Answers. Double Discounts. Answers. Original Price Sale. Discount Sale Price ...

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Foundati ons in Personal F inance High School E dition
CHAPTER
7
Activity: Individual
20 MINU TES
Materials: Students w ill
need the activity handout
and a calcul ator.
Objective: The pur pose of
this acti vity is for stude nts
to compute dis counts,
evaluate th e way discounts
are used to in fluence
consumer purchases, and
identif y the best discount
option when shopping.
STANDARD Planning and
Money Management
Standard 4: Apply
consumer sk ills to
purchase decisions.
Apply comparison-
shopping skills to
purchasing decisions.
Procedure
Hand out the student activity sheet. Students will need ca lculators.
Review computing percentages. (Ex ample: Discount is $29.99 x 15% = $4.50; Sale
Price = $29.99 minus $4 .50 = $25.49; Percent of Saving = total d iscount ($4.50 +
$5.10) divided by Origina l Price ($29.99) = 32%
Questions 9–15 ask students to compare discounts to find the better deal.
Answers
Double Discounts
FOUNDATIONS in PERSONAL FINANCE
CHAPTER 8
ACTIVITY
ObjECTivE
The purpose of this
activity is for students
to compute discounts,
evaluate the way
discounts are used to
influence consumer
purchases, and identify
the best discount option
when shopping.
Teacher Directions
Hand out the student activity sheet. Students will need calculators.
Review computing percentages. (Example: Discount is $29.99 x 15% =
$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total
discount($4.50+$5.10) divided by Original Price($29.99)= 32%
Questions 9-15 ask students to compare discounts to find the better deal.
Answers
Double Discounts
Original Price Sale Discount Sale Price Additional New Price % Savings Off
20% Off
1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%
2. $179.99 25% $44.98 $134.99 $27.00 $107.99 40%
3. $489.99 50% $245.00 $244.99 $49.00 $195.99 60%
4. $74.99 30% $22.50 $52.49 $10.50 $41.99 44%
5. $159.98 50% $79.99 $79.99 $16.00 $63.99 60%
6. $25.00 75% $18.75 $6.25 $1.25 $5.00 80%
7. $15.79 40% $6.32 $9.47 $1.89 $7.58 52%
People usually add the two percentages up. For example, in the first problem, 8.
15% + 20% = 35% off. However, the percent of savings is actually less, in this
case 32% savings.
$ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.9.
$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is 10.
the better deal.
FOUNDATIONS in PERSONAL FINANCE
$39.99 item: 50% off = $20; 40% off then 20% =$19.19; 40% off then 20% 11.
off is the better deal.
50% off is the better deal because you will spend $4.00. If you buy one, get 12.
one at half price, you spend $6.00 per item.
$5.99 per item13.
It is a way to get the consumer to purchase more quantities and increase their 14.
profit.
Always be sure you need the item and that you are not purchasing it just 15.
because it is a good deal. Also, make sure you have the money because little
things add up quickly even when they are on sale.
FOUNDATIONS in PERSONAL FINANCE
$39.99 item: 50% off = $20; 40% off then 20% =$19.19; 40% off then 20% 11.
off is the better deal.
50% off is the better deal because you will spend $4.00. If you buy one, get 12.
one at half price, you spend $6.00 per item.
$5.99 per item13.
It is a way to get the consumer to purchase more quantities and increase their 14.
profit.
Always be sure you need the item and that you are not purchasing it just 15.
because it is a good deal. Also, make sure you have the money because little
things add up quickly even when they are on sale.
FOUNDATIONS in PERSONAL FINANCE
CHAPTER 8
ACTIVITY
ObjECTivE
The purpose of this
activity is for students
to compute discounts,
evaluate the way
discounts are used to
influence consumer
purchases, and identify
the best discount option
when shopping.
Teacher Directions
Hand out the student activity sheet. Students will need calculators.
Review computing percentages. (Example: Discount is $29.99 x 15% =
$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total
discount($4.50+$5.10) divided by Original Price($29.99)= 32%
Questions 9-15 ask students to compare discounts to find the better deal.
Answers
Double Discounts
Original Price Sale Discount Sale Price Additional New Price % Savings Off
20% Off
1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%
2. $179.99 25% $44.98 $134.99 $27.00 $107.99 40%
3. $489.99 50% $245.00 $244.99 $49.00 $195.99 60%
4. $74.99 30% $22.50 $52.49 $10.50 $41.99 44%
5. $159.98 50% $79.99 $79.99 $16.00 $63.99 60%
6. $25.00 75% $18.75 $6.25 $1.25 $5.00 80%
7. $15.79 40% $6.32 $9.47 $1.89 $7.58 52%
People usually add the two percentages up. For example, in the first problem, 8.
15% + 20% = 35% off. However, the percent of savings is actually less, in this
case 32% savings.
$ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.9.
$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is 10.
the better deal.
FOUNDATIONS in PERSONAL FINANCE
CHAPTER 8
ACTIVITY
ObjECTivE
The purpose of this
activity is for students
to compute discounts,
evaluate the way
discounts are used to
influence consumer
purchases, and identify
the best discount option
when shopping.
Teacher Directions
Hand out the student activity sheet. Students will need calculators.
Review computing percentages. (Example: Discount is $29.99 x 15% =
$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total
discount($4.50+$5.10) divided by Original Price($29.99)= 32%
Questions 9-15 ask students to compare discounts to find the better deal.
Answers
Double Discounts
Original Price Sale Discount Sale Price Additional New Price % Savings Off
20% Off
1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%
2. $179.99 25% $44.98 $134.99 $27.00 $107.99 40%
3. $489.99 50% $245.00 $244.99 $49.00 $195.99 60%
4. $74.99 30% $22.50 $52.49 $10.50 $41.99 44%
5. $159.98 50% $79.99 $79.99 $16.00 $63.99 60%
6. $25.00 75% $18.75 $6.25 $1.25 $5.00 80%
7. $15.79 40% $6.32 $9.47 $1.89 $7.58 52%
People usually add the two percentages up. For example, in the first problem, 8.
15% + 20% = 35% off. However, the percent of savings is actually less, in this
case 32% savings.
$ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.9.
$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is 10.
the better deal.
FOUNDATIONS in PERSONAL FINANCE
CHAPTER 8
ACTIVITY
ObjECTivE
The purpose of this
activity is for students
to compute discounts,
evaluate the way
discounts are used to
influence consumer
purchases, and identify
the best discount option
when shopping.
Teacher Directions
Hand out the student activity sheet. Students will need calculators.
Review computing percentages. (Example: Discount is $29.99 x 15% =
$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total
discount($4.50+$5.10) divided by Original Price($29.99)= 32%
Questions 9-15 ask students to compare discounts to find the better deal.
Answers
Double Discounts
Original Price Sale Discount Sale Price Additional New Price % Savings Off
20% Off
1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%
2. $179.99 25% $44.98 $134.99 $27.00 $107.99 40%
3. $489.99 50% $245.00 $244.99 $49.00 $195.99 60%
4. $74.99 30% $22.50 $52.49 $10.50 $41.99 44%
5. $159.98 50% $79.99 $79.99 $16.00 $63.99 60%
6. $25.00 75% $18.75 $6.25 $1.25 $5.00 80%
7. $15.79 40% $6.32 $9.47 $1.89 $7.58 52%
People usually add the two percentages up. For example, in the first problem, 8.
15% + 20% = 35% off. However, the percent of savings is actually less, in this
case 32% savings.
$ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.9.
$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is 10.
the better deal.
FOUNDATIONS in PERSONAL FINANCE
CHAPTER 8
ACTIVITY
ObjECTivE
The purpose of this
activity is for students
to compute discounts,
evaluate the way
discounts are used to
influence consumer
purchases, and identify
the best discount option
when shopping.
Teacher Directions
Hand out the student activity sheet. Students will need calculators.
Review computing percentages. (Example: Discount is $29.99 x 15% =
$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total
discount($4.50+$5.10) divided by Original Price($29.99)= 32%
Questions 9-15 ask students to compare discounts to find the better deal.
Answers
Double Discounts
Original Price Sale Discount Sale Price Additional New Price % Savings Off
20% Off
1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%
2. $179.99 25% $44.98 $134.99 $27.00 $107.99 40%
3. $489.99 50% $245.00 $244.99 $49.00 $195.99 60%
4. $74.99 30% $22.50 $52.49 $10.50 $41.99 44%
5. $159.98 50% $79.99 $79.99 $16.00 $63.99 60%
6. $25.00 75% $18.75 $6.25 $1.25 $5.00 80%
7. $15.79 40% $6.32 $9.47 $1.89 $7.58 52%
People usually add the two percentages up. For example, in the first problem, 8.
15% + 20% = 35% off. However, the percent of savings is actually less, in this
case 32% savings.
$ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.9.
$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is 10.
the better deal.
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Foundations in Personal Finance High School Edition

CHAPTER

Activity: Individual

ž ž 2 0 M I N U T E S

Materials: Students will need the activity handout and a calculator.

Objective: The purpose of this activity is for students to compute discounts, evaluate the way discounts are used to influence consumer purchases, and identify the best discount option when shopping.

S TA N D A R D (^) Planning and Money Management Standard 4: Apply consumer skills to purchase decisions.

  • Apply comparison- shopping skills to purchasing decisions.

Procedure

Hand out the student activity sheet. Students will need calculators.

Review computing percentages. (Example: Discount is $29.99 x 15% = $4.50; Sale

Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total discount ($4.50 +

$5.10) divided by Original Price ($29.99) = 32%

Questions 9–15 ask students to compare discounts to find the better deal.

Answers

Double Discounts

FOUNDATIONS in PERSONAL FINANCE

CHAPTER 8

ACTIVITY

ObjECTivE The purpose of this activity is for students to compute discounts, evaluate the way discounts are used to influence consumer purchases, and identify the best discount option when shopping.

Teacher Directions

Hand out the student activity sheet. Students will need calculators.

Review computing percentages. (Example: Discount is $29.99 x 15% =

$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total

discount($4.50+$5.10) divided by Original Price($29.99)= 32%

Questions 9-15 ask students to compare discounts to find the better deal.

Answers

Double Discounts

Original Price Sale Discount Sale Price Additional New Price % Savings Off 20% Off

  1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%

8. People usually add the two percentages up. For example, in the first problem,

15% + 20% = 35% off. However, the percent of savings is actually less, in this

case 32% savings.

9. $ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.

10.$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is

the better deal.

11. $39.99 item: 50% off = $20; 40% off then 20% =$19.19; 40% off then 20%

off is the better deal.

12.50% off is the better deal because you will spend $4.00. If you buy one, get

one at half price, you spend $6.00 per item.

13.$5.99 per item

14.It is a way to get the consumer to purchase more quantities and increase their

profit.

15.Always be sure you need the item and that you are not purchasing it just

because it is a good deal. Also, make sure you have the money because little

things add up quickly even when they are on sale.

11. $39.99 item: 50% off = $20; 40% off then 20% =$19.19; 40% off then 20%

off is the better deal.

12.50% off is the better deal because you will spend $4.00. If you buy one, get

one at half price, you spend $6.00 per item.

13.$5.99 per item

14.It is a way to get the consumer to purchase more quantities and increase their

profit.

15.Always be sure you need the item and that you are not purchasing it just

because it is a good deal. Also, make sure you have the money because little

things add up quickly even when they are on sale.

FOUNDATIONS in PERSONAL FINANCE

CHAPTER 8

ACTIVITY

ObjECTivE The purpose of this activity is for students to compute discounts, evaluate the way discounts are used to influence consumer purchases, and identify the best discount option when shopping.

Teacher Directions

Hand out the student activity sheet. Students will need calculators.

Review computing percentages. (Example: Discount is $29.99 x 15% =

$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total

discount($4.50+$5.10) divided by Original Price($29.99)= 32%

Questions 9-15 ask students to compare discounts to find the better deal.

Answers

Double Discounts

Original Price Sale Discount Sale Price Additional New Price % Savings Off 20% Off

  1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%

8. People usually add the two percentages up. For example, in the first problem,

15% + 20% = 35% off. However, the percent of savings is actually less, in this

case 32% savings.

9. $ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.

10.$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is

the better deal.

FOUNDATIONS in PERSONAL FINANCE

CHAPTER 8

ACTIVITY

ObjECTivE The purpose of this activity is for students to compute discounts, evaluate the way discounts are used to influence consumer purchases, and identify the best discount option when shopping.

Teacher Directions

Hand out the student activity sheet. Students will need calculators.

Review computing percentages. (Example: Discount is $29.99 x 15% =

$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total

discount($4.50+$5.10) divided by Original Price($29.99)= 32%

Questions 9-15 ask students to compare discounts to find the better deal.

Answers

Double Discounts

Original Price Sale Discount Sale Price Additional New Price % Savings Off 20% Off

  1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%

8. People usually add the two percentages up. For example, in the first problem,

15% + 20% = 35% off. However, the percent of savings is actually less, in this

case 32% savings.

9. $ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.

10.$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is

the better deal.

FOUNDATIONS in PERSONAL FINANCE

CHAPTER 8

ACTIVITY

ObjECTivE The purpose of this activity is for students to compute discounts, evaluate the way discounts are used to influence consumer purchases, and identify the best discount option when shopping.

Teacher Directions

Hand out the student activity sheet. Students will need calculators.

Review computing percentages. (Example: Discount is $29.99 x 15% =

$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total

discount($4.50+$5.10) divided by Original Price($29.99)= 32%

Questions 9-15 ask students to compare discounts to find the better deal.

Answers

Double Discounts

Original Price Sale Discount Sale Price Additional New Price % Savings Off 20% Off

  1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%

8. People usually add the two percentages up. For example, in the first problem,

15% + 20% = 35% off. However, the percent of savings is actually less, in this

case 32% savings.

9. $ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.

10.$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is

the better deal.

FOUNDATIONS in PERSONAL FINANCE

CHAPTER 8

ACTIVITY

ObjECTivE The purpose of this activity is for students to compute discounts, evaluate the way discounts are used to influence consumer purchases, and identify the best discount option when shopping.

Teacher Directions

Hand out the student activity sheet. Students will need calculators.

Review computing percentages. (Example: Discount is $29.99 x 15% =

$4.50; Sale Price = $29.99 minus $4.50 = $25.49; Percent of Saving = total

discount($4.50+$5.10) divided by Original Price($29.99)= 32%

Questions 9-15 ask students to compare discounts to find the better deal.

Answers

Double Discounts

Original Price Sale Discount Sale Price Additional New Price % Savings Off 20% Off

  1. $29.99 15% $4.50 $25.49 $5.10 $20.39 32%

8. People usually add the two percentages up. For example, in the first problem,

15% + 20% = 35% off. However, the percent of savings is actually less, in this

case 32% savings.

9. $ 50 item: 45% off = $27.50; 30% then 20% = $28; 45% off is the better deal.

10.$345 item: 40% off = $138; 30% then 15% = $139.72; 30% off then 15% is

the better deal.

Foundations in Personal Finance High School Edition

FOUNDATIONS in PERSONAL FINANCE

Name____________________________

Date_____________________________

CHAPTER 8

STUDENT ACTIVITY SHEET

DOublE DisCOunTs

Original Price Sale Discount Sale Price Additional New Price % Savings Off

20% Off

2. $179.99 25% ______ ______ ______ ______ ______

3. $489.99 50% ______ ______ ______ ______ ______

4. $74.99 30% ______ ______ ______ ______ ______

5. $159.98 ______ ______ $79.99 ______ ______ ______

6. ______ 75% $18.75 ______ ______ ______ ______

7. $15.79 ______ $6.32 ______ ______ ______ ______

8. What do you notice about the percent of savings in the examples above when you have a double sale? What

do most people think they are getting for a savings?

9. Which is a better deal on a $50 item: 45% off original price or 30% off and additional 20% off at the register?

CH A P TER 7

Complete This Chart

Double Discounts

N A ME: DAT E: