For the following investment, calculate the present value (principal) and the compound interest. Round your answers to the nearest cent.
Compound Amount |
Term of Investment |
Nominal Rate (%) |
Interest Compounded |
Present Value |
Compound Interest |
$130,000 | 14 years | 8 | annually | $ | $ |
Compound Amount |
$130,000 |
Term of Investment |
14 years |
Nominal Rate |
8% |
Interest Compounding |
Annually |
Present Value |
$44,259.94 |
Compound Interest |
$85,740.06 |
Present Value = Compound Amount/(1+r)^n
Present Value = 130000/(1+8%)^14 = $44,259.94
Compound Interest = Compound Amount ā Present Value
Compound Interest = $130,000 - $44,259.94 = $85,740.06
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