Multiple Choice
A candidate wishes to use a combination of radio and television advertisements in her campaign. Assume that each 1-minute spot on television reaches to 0.0765 million people and that each 1-minute spot on radio reaches to 0.0045 million. The candidate feels she must reach at least 7.425 million people, and she must buy total of at least 90 minutes of advertisements. How many minutes of each medium should be used to minimize costs if television costs $450 per minute and radio costs $75 per minute? Round your answer to nearest integer if necessary.
A) Minimum cost is $43,676 with 0 minutes of TV time and 97 minutes of radio time.
B) Minimum cost is $43,676 with 97 minutes of TV time and 0 minutes of radio time.
C) Minimum cost is $9,154 with 5 minutes of TV time and 92 minutes of radio time.
D) Minimum cost is $9,154 with 92 minutes of TV time and 5 minutes of radio time.
E) Minimum cost is $7,654 with 0 minutes of TV time and 102 minutes of radio time.
Correct Answer:

Verified
Correct Answer:
Verified
Q82: Solve both the primal and dual problems
Q83: Solve the following linear programming problem. <br>Maximize
Q84: Use the simplex method to maximize the
Q85: A political candidate wishes to use a
Q86: Form the simplex matrix for the problem
Q88: Use Excel or another technology to solve
Q89: The graph of the feasible region is
Q90: Three factories each dump waste water containing
Q91: CDF Appliances has assembly plants in Atlanta
Q92: A farm co-op has 6,000 acres available