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Figure 4-1 Illustration of Simple versus Compound Interest

Figure 4-1 Illustration of Simple versus Compound Interest. TABLE 4-1 Three Plans for Repayment of $17,000 in Four Months with Interest at 1% per Month. TABLE 4-1 (continued) Three Plans for Repayment of $17,000 in Four Months with Interest at 1% per Month.

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Figure 4-1 Illustration of Simple versus Compound Interest

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  1. Figure 4-1 Illustration of Simple versus Compound Interest

  2. TABLE 4-1 Three Plans for Repayment of $17,000 in Four Months with Interest at 1% per Month

  3. TABLE 4-1 (continued) Three Plans for Repayment of $17,000 in Four Months with Interest at 1% per Month

  4. Figure 4-2 Cash-Flow Diagram for Plan 3 of Table 4-1 (Credit Card Company’s Viewpoint)

  5. Figure 4-3 Cash-Flow Diagram for Plan 2 of Table 4-1 (Lender’s Viewpoint)

  6. Figure 4-4 Cash-Flow Table, Example 4-2

  7. TABLE 4-2 Discrete Cash-Flow Examples Illustrating Equivalence

  8. TABLE 4-2 (continued) Discrete Cash-Flow Examples Illustrating Equivalence

  9. Figure 4-6 General Cash-Flow Diagram Relating Uniform Series (Ordinary Annuity) to Its Present Equivalent and Future Equivalent Values

  10. Figure 4-7 Relationship of Cash Flows for Plan 2 of Table 4-1 to Repayment of the $17,000 Loan Principal

  11. Figure 4-8 Using Linear Interpolation to Approximate i in Example 4-13

  12. TABLE 4-3 Discrete Compounding-Interest Factors and Symbolsa

  13. Figure 4-9 General Cash-Flow Representation of a Deferred Annuity (Uniform Series)

  14. Figure 4-10 Example 4-16 for Calculating the Equivalent P, F, and A Values

  15. Figure 4-11 Spreadsheet Solution, Example 4-16

  16. Figure 4-12 Cash-Flow Diagram for Example 4-18

  17. Figure 4-13 Cash-Flow Diagram for a Uniform Gradient Increasing by G Dollars per Period

  18. Figure 4-14 Breakdown of Cash Flows for Example 4-21

  19. Figure 4-15 Breakdown of Cash Flows for Example 4-22

  20. Figure 4-16 Cash-Flow Diagram for a Geometric Sequence of Payments Increasing at a Constant Rate of ƒ per Period

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