Answer: $1,203.49
Explanation:
The equal contributions will be an annuity. The $3,500 already there will also grow at 6% for 3 years. Expression is;
8,000 = ( 3,500 * ( 1 + 6%)^3) + Contribution * Future value interest factor of annuity, 3 years, 6%
8,000 = 4,168.56 + Contribution * 3.1836
Contribution = (8,000 - 4,168.56) / 3.1836
Contribution = $1,203.49
Answer:
Year Cashflow [email protected]% PV
$ $
0 (750,000) 1 (750,000)
1 350,000 0.9259 324,065
2 325,000 0.8573 278,623
3 250,000 0.7938 198.450
4 180,000 0.7350 132,300
NPV 184,438
The correct answer is D. The difference in answers is due to rounding error.
Explanation:
Net present value is the diffrence between initial outlay and present value of inflow. We need to discount the cash inflows for year 1 to year 4 at 8% and then calculate the present value of cash inflows by multiplying the cash inflows by the discount factors. Finally, we will calculate NPV by deducting the initial outlay from the present value of cash inflows.
Answer: The following statements is true: <u><em>The amount of unamortized discount decreases from its balance at issuance date to a zero balance at maturity.</em></u>
Unamortized discount amount is decreased from balance at provision to a nil balance at due date. This is so , as it will be liquidated over entire bond’s life and thus will reach $ 0 maturity.
<u><em>Therefore, the correct option is (c).</em></u>
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