GSCM 209 DeVry Week 6 Quiz Latest

Published on May 2017 | Categories: School Work | Downloads: 53 | Comments: 0 | Views: 689
Download PDF   Embed   Report

GSCM 209 DeVry Week 6 Quiz Latest GSCM209 GSCM 209 DeVry Week 6 Quiz Latest GSCM 209 DeVry Week 6 Quiz Latest 1. Question : (TCO 14) Briefly describe a decision table. Question 2. Question : (TCOs 13 and 14) Consider the following decision table, which Bob White has developed for GoSlow Enterprises. Decision Probability 0.2 0.5 0.3 Alternatives Low Medium High A $50 $100 $60 B $65 $60 $70 C $90 $70 $80 D $90 $75 $70 E $75 $65 $80 Which decision alternative maximizes the expected value of the payoff? Question 3. Question : (TCOs 10, 11, and 12) Bob’s Claymart has enough clay to make 24 small vases or six large vases. He has only enough of a special glazing compound to glaze 16 of the small vases or eight of the large vases. Let X1 = the number of small vases and X2 = the number of large vases. The smaller vases sell for $6 each, and the larger vases bring $13 each. Formulate the problem’s objective function, constraints, and solve for the maximum profit mix.

Comments

Content

GSCM 209 DeVry Week 6 Quiz Latest GSCM209 GSCM 209 DeVry Week 6 Quiz Latest GSCM 209 DeVry Week 6 Quiz Latest 1. Question : (TCO 14) Briefly describe a decision table. Question 2. Question : (TCOs 13 and 14) Consider the following decision table, which Bob White has developed for GoSlow Enterprises. Decision Probability 0.2 0.5 0.3 Alternatives Low Medium High A $50 $100 $60 B $65 $60 $70 C $90 $70 $80 D $90 $75 $70 E $75 $65 $80 Which decision alternative maximizes the expected value of the payoff? Question 3. Question : (TCOs 10, 11, and 12) Bob’s Claymart has enough clay to make 24 small vases or six large vases. He has only enough of a special glazing compound to glaze 16 of the small vases or eight of the large vases. Let X1 = the number of small vases and X2 = the number of large vases. The smaller vases sell for $6 each, and the larger vases bring $13 each. Formulate the problem’s objective function, constraints, and solve for the maximum profit mix.

Sponsor Documents

Or use your account on DocShare.tips

Hide

Forgot your password?

Or register your new account on DocShare.tips

Hide

Lost your password? Please enter your email address. You will receive a link to create a new password.

Back to log-in

Close