Business, 13.03.2020 01:21 fordalolz1553
Consider two-sided, one-to-one matching between three women (Xena, Yasmeen, and Zelda) and three men (Arnie, Barney, and Calvin). Their ranking are as follows:
Arnie: Xena, Yasmeen, Zelda, Arnie
Barney: Yasmeen, Zelda, Barney, Xena
Calvin: Xena, Zelda, Calvin, Yasmeen
Xena: Arnie, Barney, Calvin, Xena
Yasmeen: Barney, Calvin, Arnie, Yasmeen
Zelda: Barney, Arnie, Zelda, Calvin
Which of the following matchings is efficient?
A. Arnie:Xena, Barney:Barney, Calvin:Zelda, Yasmeen:Yasmeen
B. Arnie:Arnie, Barney:Barney, Calvin:Zelda, Xena:Xena, Yasmeen:Yasmeen
C. Arnie:Yasmeen, Barney:Xena, Calvin:Zelda
D. Arnie:Yasmeen, Barney:Xena, Calvin:Calvin, Zelda:Zelda
E. Arnie:Xena, Barney:Yasmeen, Calvin:Zelda
Answers: 3
Business, 21.06.2019 19:40
Michigan mattress company is considering the purchase of land and the construction of a new plant. the land, which would be bought immediately (at t = 0), has a cost of $100,000 and the building, which would be erected at the end of the first year (t = 1), would cost $500,000. it is estimated that the firm's afterminustax cash flow will increase by $100,000 starting at the end of the second year, and that this incremental flow would increase at a 10 percent rate annually over the next 10 years. what is the approximate payback period?
Answers: 3
Business, 22.06.2019 06:00
Select the correct answer a research organization conducts certain chemical tests on samples. they have data available on the standard results. some of the samples give results outside the boundary of the standard results. which data mining method follows a similar approach? o a. data cleansing ob. network intrusion o c. fraud detection od. customer classification o e. deviation detection
Answers: 1
Business, 22.06.2019 09:30
Oliver's company is planning the launch of their hybrid cars. the company has included "never-before-seen" product benefits in the hybrid cars. which type of advertising should oliver's company use for the new cars?
Answers: 1
Consider two-sided, one-to-one matching between three women (Xena, Yasmeen, and Zelda) and three men...
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