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Would you rather... Option 1 start working with a $10,000 bonus and then have your boss pay you $10,000 per day for 3 full weeks including weekends or Option 2 start working with a savings account with a quarter in it and your boss double it each day for full weeks including weekends? 1. Before starting any work, make a guess. Tell me your choice and WHY you chose this optic Support your guess with information you have learned in this section. 2. For both scenarios: a. Identify each scenario as either linear or exponential. b. Create a general equation for each scenario. 3. Use the equations you found in part 2 to determine how much you would be making after working 7 days in both scenarios. 4. Use the equations from part 2 to determine how much you would be making after working 14 days in both scenarios. 5. Calculate the total sum collected by both scenarios at the end of the 3 weeks. Clearly identify the value in each account at the end of 3 weeks. (Hint: Create a table of values for both functions and then add.) 6. Did you guess correctly? Tell me why or why not. 7. What if weekends were not included (i.e. your boss was only paying you or doubling your account 5 days a week)? Would you still choose the same scenario? Make sure to show the work you use to make your decision! 8. What if only Sundays were excluded (i.e. your boss was paying you or doubling your accour 6 days a week)? Which scenario would you choose then? Make sure to show the work you use to make your decision!

Would you rather... Option 1 start working with a $10,000 bonus and then have your boss pay you $10,000 per day for 3 full weeks including weekends or Option 2 start working with a savings account with a quarter in it and your boss double it each day for full weeks including weekends? 1. Before starting any work, make a guess. Tell me your choice and WHY you chose this optic Support your guess with information you have learned in this section. 2. For both scenarios: a. Identify each scenario as either linear or exponential. b. Create a general equation for each scenario. 3. Use the equations you found in part 2 to determine how much you would be making after working 7 days in both scenarios. 4. Use the equations from part 2 to determine how much you would be making after working 14 days in both scenarios. 5. Calculate the total sum collected by both scenarios at the end of the 3 weeks. Clearly identify the value in each account at the end of 3 weeks. (Hint: Create a table of values for both functions and then add.) 6. Did you guess correctly? Tell me why or why not. 7. What if weekends were not included (i.e. your boss was only paying you or doubling your account 5 days a week)? Would you still choose the same scenario? Make sure to show the work you use to make your decision! 8. What if only Sundays were excluded (i.e. your boss was paying you or doubling your accour 6 days a week)? Which scenario would you choose then? Make sure to show the work you use to make your decision!

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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Would you rather... Option 1 start working with a $10,000 bonus and then have your boss pay you $10,000 per day for 3 full weeks including weekends or Option 2 start working with a savings account with a quarter in it and your boss double it each day for full weeks including weekends? 1. Before starting any work, make a guess. Tell me your choice and WHY you chose this optic Support your guess with information you have learned in this section. 2. For both scenarios: a. Identify each scenario as either linear or exponential. b. Create a general equation for each scenario. 3. Use the equations you found in part 2 to determine how much you would be making after working 7 days in both scenarios. 4. Use the equations from part 2 to determine how much you would be making after working 14 days in both scenarios. 5. Calculate the total sum collected by both scenarios at the end of the 3 weeks. Clearly identify the value in each account at the end of 3 weeks. (Hint: Create a table of values for both functions and then add.) 6. Did you guess correctly? Tell me why or why not. 7. What if weekends were not included (i.e. your boss was only paying you or doubling your account 5 days a week)? Would you still choose the same scenario? Make sure to show the work you use to make your decision! 8. What if only Sundays were excluded (i.e. your boss was paying you or doubling your accour 6 days a week)? Which scenario would you choose then? Make sure to show the work you use to make your decision!
Transcribed Image Text:Would you rather... Option 1 start working with a $10,000 bonus and then have your boss pay you $10,000 per day for 3 full weeks including weekends or Option 2 start working with a savings account with a quarter in it and your boss double it each day for full weeks including weekends? 1. Before starting any work, make a guess. Tell me your choice and WHY you chose this optic Support your guess with information you have learned in this section. 2. For both scenarios: a. Identify each scenario as either linear or exponential. b. Create a general equation for each scenario. 3. Use the equations you found in part 2 to determine how much you would be making after working 7 days in both scenarios. 4. Use the equations from part 2 to determine how much you would be making after working 14 days in both scenarios. 5. Calculate the total sum collected by both scenarios at the end of the 3 weeks. Clearly identify the value in each account at the end of 3 weeks. (Hint: Create a table of values for both functions and then add.) 6. Did you guess correctly? Tell me why or why not. 7. What if weekends were not included (i.e. your boss was only paying you or doubling your account 5 days a week)? Would you still choose the same scenario? Make sure to show the work you use to make your decision! 8. What if only Sundays were excluded (i.e. your boss was paying you or doubling your accour 6 days a week)? Which scenario would you choose then? Make sure to show the work you use to make your decision!
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