Contemporary Engineering Economics (6th Edition)
Contemporary Engineering Economics (6th Edition)
6th Edition
ISBN: 9780134105598
Author: Chan S. Park
Publisher: PEARSON
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Chapter 5, Problem 5P
To determine

Calculate the number of shoe.

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The state of New Jersey has in circulation (as of 2011) an instant lottery game called $1,000 Downpour. The cost of each ticket for this lottery game is $5.00. A player can instantly win $75,000, $1,000, $100, $50, $20, $10, or $5. Each ticket has 19 spots covered by latex coating, and the top four spots contain numbers that, if matched by the player's numbers, win money. The remaining 15 spots belong to the player. A player wins if any of the numbers in the player's 15 spots matches any of the four winning numbers. Number of tickets that can win Prizes 0 (i.e. not a winner) 2,853,533 621,075 10 327,600 20 58,500 50 31,200 100 5525 1,000 2561 75,000 6. Total= 3,900,000 tickets sold Find and interpret the expected outcome of this game. [Write your answer as a complete sentence]
Daisy works for a candle manufacturer and has a great idea for a new product. She wants the candle to smell like french fries that have just been lifted from a deep fryer, as she knows this is a smell that many people find nostalgic. She designed the cover of the package to mirror a popular fast food chain's packaging. The legal team has advised that there is risk with this approach. The cost of the candles will be 10% more to manufacture than a more traditional candle, and the candles will have a retail prices of 20% more. Which of the following can be concluded from Daisy's story above? A) Daisy's new candle is the most expensive canlde that Daisy's company makes B) The french fry candle will sell more than lavender candles due to nostalgia  C) The french fry candle will have a higher profit margin ([price - cost]/price) than a more traditional candle D) The legal team strongly believes Daisy will be sued because of the packaging design
SBC company has demand for 1,000 pumps each year. The cost of a pump is $50, it costs $40 to place an order with their supplier, and the cost of holding the item in inventory for a year is 25% of the unit cost. The supplier just Informed the SBC that. If pumps are ordered in quantities of 200 units or more that they will receive a 3% discount, How many pumps should SBC order from their supplier each time they place an order to minimize its expected iotal annual cost for this Item?
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