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P. 360 # 8 Wholesale Price: $34 Markup percent: 125% New Price: x

New Price = Wholesale Price ( 100% + Markup Percent ) New Price = ( 100% + 125% ) New Price = 34 ( 225% ) New Price = 34 * 2.25 New Price = 76.5 The new price is $ 76 .50 Now set up a proportion and solve it:. P. 360 # 8 Wholesale Price: $34 Markup percent: 125%

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P. 360 # 8 Wholesale Price: $34 Markup percent: 125% New Price: x

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  1. New Price = Wholesale Price (100% + Markup Percent)New Price = (100% + 125%)New Price = 34 (225%)New Price = 34 * 2.25New Price = 76.5The new price is $76.50 Now set up a proportion and solve it: P. 360 #8 Wholesale Price: $34 Markup percent: 125% New Price: x
  2. New Price = Wholesale Price (100% + Markup Percent)New Price = 125(100% + 50%)New Price = 125 (150%)New Price = 125* 1.5New Price = 187.5The new price is $187.50. Write a proportion and solve it: P. 360 #9 Wholesale Price: $125 Markup percent: 50% New Price: x
  3. P. 360 #11 New Price = Original Price(100% - Discount Percent)New Price = 54(100% - 40%)New Price = 54 (60%)New Price = 54 * 0.6New Price = 32.4The new amount is $32.40.
  4. P. 360 #12A music store buys a set of outdoor speakers for $90. The retail store marks up the wholesale price by 110%. What is the retail price of the speakers? Retail Price = Wholesale Price(100% + Markup Percent)Retail Price = 90 (100% +110%)Retail Price = 90 (210%)Retail Price = 90 * 2.1Retail Price = 189The retail price for the speakers is $189.00.
  5. P. 360 #19Retail Price: $50Markup %: 90%Wholesale price: X Retail Price = Wholesale Price(100% + Markup Percent)50= x(100% +90%)50= x (190%)50= x(1.9) 26.32The wholesale price was about $26.32.
  6. P. 360 #21Sale Price: $150Discount %: 25%Original price: X Sale Price = Original Price(100% + Discount Percent)150= x(100% - 25%)150= x (75%)150= x(0.75) 200The original price was $200.
  7. P. 360 #24A laptop computer is on sale for 10% off the original price of $1500. When it doesn’t sell, the laptop goes on sale for 15% off the sale price. What is the new sale price of the laptop? Sale Price = Original Price(100% - Discount Percent)Sale Price = 1500 (100% - 10%)Sale Price = 1500 (90%)Sale Price = 1500(0.9) Sale Price = 1350 New Sale Price = Sale price (100% - Discount Percent) New Sale Price = 1350 (100% - 15%) New Sale Price = 1350 (0.85) New Sale Price = 1147.5 The new sale price of the laptop is $1147.50
  8. P. 360 #26Which situation results in a greater final amount, an 80% markup of the wholesale price followed by a 30% discount of the retail price, or a 30% markup of the whole sale price followed by an 80% discount of the retail price. Justify your answer. 80% markup: Retail Price = Wholesale (100% + Markup Percent)Retail Price = x(100% +80%)Retail Price = x (180%)Retail Price = x(1.8) Retail Price = 1.8x 30% discount 1.8x (100% - 30%) 1.8x (70%) 1.8x(0.7) = 1.26x Situation 1 Final amount: 1.26x 30% markup: Retail Price = Wholesale (100% + Markup Percent)Retail Price = x(100% +30%)Retail Price = x (130%)Retail Price = x (1.3) Retail Price = 1.3x 80% discount 1.3x (100% - 80%) 1.3x (20%) 1.3x(0.2) = 0.26x Situation 2 Final amount: 0.26x Situation 1, the 80% markup followed by a 30% discount results in a greater final amount because you are increasing the price by a lot and reducing it by a little, whereas in situation 2, you are increasing the original price by a little and discounting it by a lot.
  9. Writing Proportions to solve application problems Yoku is putting on some sunscreen. He uses 2 milliliters to cover 15 square inches of his skin. He wants to know how many milliliters of sunscreen he needs to cover 300 square inches of his skin. Select the equations Yoku can use, and determine how many liters of sunscreen he needs to cover 300 square inches of his skin. Yoku needs _______ milliliters of sunscreen to cover 300 square inches of his skin. Answer Select all that apply.
  10. Writing Proportions to solve application problems Lilith is buying a laser shield so she can be protected during her epic space journey. The original price of the shield is 280 space dollars, but it’s the last good shield on the space station, so the merchant increases the price by 150% of the original price. Lilith wants to know the final price of the shield. Select the equations Lilith can use, and determine the final price of the shield. Lilith has to pay _______ space dollars for the shield after the price increase.
  11. Writing Proportions to solve application problems Handsome Jack is buying a mini pony made of diamonds. The original price of the pony is $92, and he also has to pay a diamond pony tax which is 18% of the original price. Jack wants to know the price of the diamond pony after tax. Select the equations Handsome Jack can use, and determine the price of the pony. Handsome Jack has to pay ___________ dollars for the pony.
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