Exam 8: Markups and Markdowns: Perishables and Breakeven Analysis

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Match the following terms with their definitions. -Contribution margin

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Match the following terms with their definitions. -Percent markup on selling price

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Markdowns may be caused by:

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(1 + markup percent on cost)× cost equals:

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Johnny Mac's Sporting Goods bought a baseball glove from Rawlings Sporting Goods for $66.00. They want to markup the glove 70% on selling price. What should Johnny's sell the glove for?

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Munroe Corporation sells Nautilus equipment for $399.95. Munroe marks up the equipment 30% on the selling price. What did the equipment cost Munroe? Round to the nearest cent.

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A local Dot Dress Shop is selling a suit for $99. Because of changing styles, the first markdown was 8% and second markdown was 25%. The suit still did not sell, so a final markdown of 10% was taken. The sale price is currently:

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Straub's Bakery makes 200 Danish cakes that cost $2.70 each. Straub's needs a 66% markup on cost and normally discards 10% of what it makes. At what price should Straub's sell the Danish cakes?

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Operating expenses are the unusual expense of doing business.

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Al Shelf knows his goods are marked up 36% on cost. If a TV cost Al $280, what would the selling price be?

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A local True Value Hardware Store marks its goods up 38% on cost. If a snow blower cost True Value $400, the selling price would be:

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When markup is based on selling price, the cost is the base.

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Gap sells jeans that cost $21.00 and sell for $29.95. The percent of markup based on cost is:

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Markup represents an amount needed to cover operating expenses.

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Pat Maninan, a customer of Brown Co., will pay $400 for a new kitchen table. Brown has a 55% markup on the selling price. What is the most Brown can pay for this kitchen table?

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Calculate the dollar markup and selling price. Cost \% of Markup on Cost Dollar Markup Selling Price \ 1,200 30\% A B

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Percent markup on selling price can be converted to percent markup on cost by a formula.

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A wooden duck with a regular selling price of $125.99 is marked down to $79.99. The percent of markdown is:

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Selling price = cost ? markup.

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Lester Co. produces toy kites. It has a fixed cost of $62,150. If the selling price per unit is $9.50 and the variable cost per unit is $6.25, the breakeven point is:

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