²² .... 5. If each company makes 225 tubes of their lip color this month, what amount of profit can they expect? Interpret your answers in terms of the problem's context. If each company makes 225 tubes Profit-Revenue-Cost= 45x-36x-1500+9x-15000+9*225-1500= $525 Profit = Revenue-Cost= 45x-36x-1500-9x-1500-9*225-1500-$525 6. If each company makes and sells 150 tubes of their lip color this month, what amount of profit can they expect? Interpret your answers in terms of the problem's context. If each company makes 150 tubes Profit on Alcone Company Profit Revenue- Cost = 45x-36x-1500-9X-1500+9*250-1500=-$150 Profit for Beasame Beauty Profit = Revenue-Cost= 55x-44x-2200-11x-$2200= 11*-2299= -$550 7. Explain how you used the order of operations to help you answer questions 5 and 6. 8. Explain how you figure out the number of tubes of lip color each company would need to manufacture and sell in order to earn a profit that is greater than 0. 9. Implement your plan from question 8. What is the minimum number of lip color tubes each company would need to manufacture and sell in order to earn a profit that is greater than 0? Interpret your answers in context of the question.
²² .... 5. If each company makes 225 tubes of their lip color this month, what amount of profit can they expect? Interpret your answers in terms of the problem's context. If each company makes 225 tubes Profit-Revenue-Cost= 45x-36x-1500+9x-15000+9*225-1500= $525 Profit = Revenue-Cost= 45x-36x-1500-9x-1500-9*225-1500-$525 6. If each company makes and sells 150 tubes of their lip color this month, what amount of profit can they expect? Interpret your answers in terms of the problem's context. If each company makes 150 tubes Profit on Alcone Company Profit Revenue- Cost = 45x-36x-1500-9X-1500+9*250-1500=-$150 Profit for Beasame Beauty Profit = Revenue-Cost= 55x-44x-2200-11x-$2200= 11*-2299= -$550 7. Explain how you used the order of operations to help you answer questions 5 and 6. 8. Explain how you figure out the number of tubes of lip color each company would need to manufacture and sell in order to earn a profit that is greater than 0. 9. Implement your plan from question 8. What is the minimum number of lip color tubes each company would need to manufacture and sell in order to earn a profit that is greater than 0? Interpret your answers in context of the question.
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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