ENGR.ECONOMIC ANALYSIS
ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN: 9780190931919
Author: NEWNAN
Publisher: Oxford University Press
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### Investment Options Analysis for Charlie

Charlie has $12,000 to invest for a period of 5 years. The following three alternatives are available to him:

1. **Account 1** pays 4.00% for year 1, 5.00% for year 2, 8.00% for year 3, 9.00% for year 4, and 12.00% for year 5, all with annual compounding.
2. **Account 2** pays 12.00% for year 1, 9.00% for year 2, 8.00% for year 3, 5.00% for year 4, and 4.00% for year 5, all with annual compounding.
3. **Account 3** pays interest at the rate of 7.56183% per year for all 5 years.

**Based on the available balance at the end of year 5, which alternative is Charlie's best choice?**

- **Year 5 Balance, Alternative 1:** $____________
- **Year 5 Balance, Alternative 2:** $____________
- **Year 5 Balance, Alternative 3:** $____________

Carry all interim calculations to 5 decimal places and then round your final answer to the nearest dollar. The tolerance is ±5.

---

This detailed breakdown allows for an educational exploration of the compound interest principles and enables learners to evaluate the best investment option based on future expected balances. The problem requires applying compound interest formulas and comparing the results of three different investment strategy alternatives.
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Transcribed Image Text:Sure! Here is the transcribed text that can be used for an educational website: --- ### Investment Options Analysis for Charlie Charlie has $12,000 to invest for a period of 5 years. The following three alternatives are available to him: 1. **Account 1** pays 4.00% for year 1, 5.00% for year 2, 8.00% for year 3, 9.00% for year 4, and 12.00% for year 5, all with annual compounding. 2. **Account 2** pays 12.00% for year 1, 9.00% for year 2, 8.00% for year 3, 5.00% for year 4, and 4.00% for year 5, all with annual compounding. 3. **Account 3** pays interest at the rate of 7.56183% per year for all 5 years. **Based on the available balance at the end of year 5, which alternative is Charlie's best choice?** - **Year 5 Balance, Alternative 1:** $____________ - **Year 5 Balance, Alternative 2:** $____________ - **Year 5 Balance, Alternative 3:** $____________ Carry all interim calculations to 5 decimal places and then round your final answer to the nearest dollar. The tolerance is ±5. --- This detailed breakdown allows for an educational exploration of the compound interest principles and enables learners to evaluate the best investment option based on future expected balances. The problem requires applying compound interest formulas and comparing the results of three different investment strategy alternatives.
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