The present value will be calculated as follows:
The interest for the 10 years:
"\\text{Simple interest}=100000\u00d710\u00d712100=120000"
Therefore, the amount will be:
"\\text{Amount} = 10000+12000=22000"
After 20yrs another payment received value of principal is 10000*20 = 200000
"\\text{Simple interest}=20000\u00d720\u00d712100=48,000"
"\\text{Amount} = 48,000+20,000=68,000"
Present value will therefore be:
"\\text{Present value}=22000\\times \\dfrac{1}{(1+0.12)^{10}}+68000\\times \\dfrac{1}{(1+0.12)^{20}}"
"\\text{Present value}=14,132.75"
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