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Do Now 2/17/14 Take out HW from last Wednesday night.
Practice worksheet 6.5, #1-8 Copy HW in your planner. Practice worksheet 6.6 A, #1-12 except 12d POTW #8 due tomorrow In your journal, answer the following. Deborah can choose between a monthly salary of $1800 plus 6.5% of sales or $2100 plus 4% of her sales. She expects sales to be between $5,000 and $10,000 a month. Which salary option should she choose? Explain.
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Deborah can choose between a monthly salary of $1800 plus 6
Deborah can choose between a monthly salary of $1800 plus 6.5% of sales or $2100 plus 4% of her sales. She expects sales to be between $5,000 and $10,000 a month. Which salary option should she choose? Explain. $1,800 plus 6.5% of sales $2,100 plus 4% of sales What is 6.5% of $5,000? What is 6.5% of $10,000? What is 4% of $5,000? What is 4% of $10,000? Commission = $325 Commission = $650 Commission = $200 Commission = $400 + Salary = $1800 + Salary = $1800 + Salary = $2100 + Salary = $2100 Total = $2,125 Total = $2,450 Total = $2,300 Total = $2,500 She would make between $2,125 to $2,450. She would make between $2,300 to $2,500.
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Homework Section 6.5 B Practice worksheet
1) 2) 3) 9% 4) $3000 5) sales tax: $2.33 total cost: $38.18 6) Salesperson A: $ 7) 18% 8) 57 games
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Objective SWBAT practice finding percent of change, retail prices, sales prices, commission, sales tax, and percent of earnings
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Section 6.5 “Percent Applications”
Percents can be applied to many everyday ordinary activities: 1) commission 2) tips 3) sales tax 4) percent of earnings 5) revenue and profit 6) manufacturer price and markups 7) sale price and discounts
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Shopping and Business Applications
Manufacturer Price Sale Price Markup Original Price Retail Price Discount
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Markups A retailer (store) buys items from manufacturers at WHOLESALE/ MANUFACTURER PRICES. The retailer then sells those items to customers (you and me) at RETAIL PRICES. The increase in price from the WHOLESALE PRICE to the RETAIL PRICE is how a store makes money. This increase is called a MARKUP. Retail price = Wholesale / Manufacturer price + Amount of Increase (Markup)
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Markups Modell’s buys Nike brand sneakers from the Nike manufacturer for $40. Modell’s then increases the price by 150%. What is the retail price? also known as a “MARKUP” Retail price = Manufacturer / Wholesale price Amount of Increase + What is 150% of 40? = + 40 or (150% ∙ 40) 60 = 40 + = $100
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Markups Winter Wonders buys snow globes from a manufacturer for $9.20 each sells them at a 95% increase in price. What is the retail price? also known as a “MARKUP” Retail price = Manufacturer / Wholesale price Amount of Increase + What is 95% of $9.20? = + 9.20 or (95% ∙ $9.20) 8.74 = 9.20 + = $17.94
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Discounts A decrease from the original price of an item to the sale price is a DISCOUNT. The discount is calculated using a percent of the original price. Amount of Decrease (Discount) Sale price = Original price –
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Discounts You buy a shirt that is on sale for 15% off the original price of $25. What is the sale price? also known as a “DISCOUNT” = Original price – Amount of decrease Sale price What is 15% of 25? – = 25 or (15% · 25) = 25 – 3.75 = $21.25
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Discounts The regular price of an MP3 player is $ This week the MP3 player is on sale 25% off. What is the sale price? also known as a “DISCOUNT” = Original price – Amount of decrease Sale price What is 25% of 79.99? – = 79.99 or (25% · 79.99) = 79.99 – $20.00 = $59.99
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Percent Application Formulas
Percent Proportion Retail price = Wholesale price + Amount of Increase (Markup) Sale price Original price – Amount of Decrease (Discount) =
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24 Homework Text p. 248, #11, 12, 19, 20 Text p. 252, #16 & 17
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Clock Partners With your 4:00 partner, complete Punchline worksheet #96 & Practice worksheet 6.5.
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Percent Application Formulas
Percent Proportion Percent of change = Retail price = Wholesale price + Amount of Increase (Markup) Sale price Original price – Amount of Decrease (Discount) = Tip = Tip % x Sales Sales Tax = Tax rate x Purchase price Commission = Commission rate x Sales
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