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4. Graph the system of inequalities you found on the previous page. When you're finished, clearly shade the feasible region. 5. Is the feasible region bounded or unbounded? Why? 6. Determine the corner points. These are also called the vertices of the feasible region. a. d. b. C.

4. Graph the system of inequalities you found on the previous page. When you're finished, clearly shade the feasible region. 5. Is the feasible region bounded or unbounded? Why? 6. Determine the corner points. These are also called the vertices of the feasible region. a. d. b. C.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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1. If we let x = number of TV ads and y = number of magazine ads, write an inequality for our advertising budget. Cost of one TV ad = $600 Cost of one magazine ad = $ 1200 Total advertising budget =$9000 600x+1200y≤ 9000 2. Due to space limitations, the magazine publishers tell us that we are only allowed to purchase up to 6 magazine ads. The television station informed us that we are only allowed to purchase up to 7 TV ads. Write the two inequalities for these two constraints. For magazine ads: y ≤ 6 For TV ads: x≤7 3. Is it possible to buy a negative number of TV ads or a negative number of magazine ads? I don't think so! Write the two inequalities for these two constraints. Since it's not possible to buy a negative number of ads, both x and y must be non-negative. So, x ≥ 0 and y ≥ 0
Transcribed Image Text:1. If we let x = number of TV ads and y = number of magazine ads, write an inequality for our advertising budget. Cost of one TV ad = $600 Cost of one magazine ad = $ 1200 Total advertising budget =$9000 600x+1200y≤ 9000 2. Due to space limitations, the magazine publishers tell us that we are only allowed to purchase up to 6 magazine ads. The television station informed us that we are only allowed to purchase up to 7 TV ads. Write the two inequalities for these two constraints. For magazine ads: y ≤ 6 For TV ads: x≤7 3. Is it possible to buy a negative number of TV ads or a negative number of magazine ads? I don't think so! Write the two inequalities for these two constraints. Since it's not possible to buy a negative number of ads, both x and y must be non-negative. So, x ≥ 0 and y ≥ 0
4. Graph the system of inequalities you found on the previous page. When you're finished, clearly shade the feasible region. 5. Is the feasible region bounded or unbounded? Why? 6. Determine the corner points. These are also called the vertices of the feasible region. a. d. b. e. C.
Transcribed Image Text:4. Graph the system of inequalities you found on the previous page. When you're finished, clearly shade the feasible region. 5. Is the feasible region bounded or unbounded? Why? 6. Determine the corner points. These are also called the vertices of the feasible region. a. d. b. e. C.
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