course 1 7-10 using percents 7-10 using percents course 1 warm up warm up lesson presentation lesson...
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Course 1
7-10 Using Percents7-10 Using Percents
Course 1
Warm UpWarm Up
Lesson PresentationLesson Presentation
Problem of the DayProblem of the Day
Course 1
7-10 Using Percents
Warm UpFind the percent of each number.
1. 75% of 300
2. 93% of 56
3. 32% of 128
4. 9% of 60
225
52.08
40.965.4
Course 1
7-10 Using Percents
Problem of the Day
A chessboard is 8 squares wide by 8 squares long. Each player has 8 pawns, 1 king, and 7 other pieces. At the start of a game, all the pieces are on the board, 1 piece per square. What percent of the total number of squares have a chess piece?
50%
Course 1
7-10 Using Percents
Learn to solve percent problems that involve discounts, tips, and sales tax.
Course 1
7-10 Using Percents
Vocabulary
discounttipsales tax
Course 1
7-10 Using Percents
Common Uses of Percents
Discounts A discount is an amount that is subtracted from the regular price of an item. discount = price • discount rate total cost = price – discount
Tips A tip is an amount added to a bill for service. tip = bill • tip rate total cost = bill + tip
Sales tax Sales tax is an amount added to the price of an item.
sales tax = price • sales tax rate total cost = price + sales tax
Course 1
7-10 Using Percents
Additional Example 1: Finding Discounts A clothing store is having a 10% off sale. If Angela wants to buy a sweater whose regular price is $19.95, about how much will she pay for the sweater after the discount?
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7-10 Using Percents
Commission - Is an amount earned on top of ( extra) than your regular pay.
Commission = commission rate x amount soldTotal pay = original pay + commission earned
Course 1
7-10 Using Percents
Check It Out: Example 1
A fishing store is having a 10% off sale. If Gerald wants to buy a fishing pole whose regular price is $39.95, about how much will he pay for the pole after the discount?
Course 1
7-10 Using Percents
When estimating percents, use percents that you can calculate mentally.
• You can find 10% of a number by moving the decimal point one place to the left.
• You can find 1% of a number by moving the decimal point two places to the left.
• You can find 5% of a number by finding one-half of 10% of the number.
Course 1
7-10 Using Percents
Additional Example 2: Finding Tips
Ben’s dinner bill is $7.85. He wants to leave a tip that is 15% of the bill. About how much should his tip be?
.
Course 1
7-10 Using Percents
Check It Out: Example 2
Lita’s dinner bill is $11.95. She wants to leave a tip that is 15% of the bill. How much should her tip be?
Course 1
7-10 Using Percents
Additional Example 3: Finding Sales Tax Ann is buying a dog bed for $29.75. The sales tax rate is 7%. How much will the total cost of the dog bed be?
Course 1
7-10 Using Percents
Check It Out: Example 3 Erik is buying a blanket for $19.83. The sales tax rate is 8%. How much will the total cost of the blanket be?
Course 1
7-10 Using Percents
Lesson Quiz
1. Sean’s new jeans are priced at $29.97, but the sale sign reads, “Take 15% off.” How much will the jeans cost after the discount?
2. The bill for a family dinner comes to $56.78. About how much would a 20% tip be?
3. The price on a book is $12.99. If sales tax is 4%, how much will its total cost be?
4. Megan wants a new bike. She is happy to see a sign that reads, “All bikes 10% off.” If the original price of the bike was $159.90 and sales tax is 6%, How much will the total cost of the bike be?
About $11.50
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