Answer:
a) Zero coupon bond does not pay periodical interest and formula to compute the value of a zero-coupon bond:
Value = Face Value / (1 +Yield / 2) ** Years to Maturity * 2
b) Interest deduction
After 1 year bond value from the above equation is 437.08
437.08 - 411.99 = 25.09
In the 14th year bond value from the above equation is 942.60
1000 - 942.60 = 57.40
c) Straight Line Method
Total Interest Paid = 1000 - 411.99
= 588.01
For yearly calculation
588.01 / 15 = 39.21
Further computation is done in the image below.
Answer:
$71.5
Explanation:
Inventory forecast is a way of predicting the volume of inventory required to fulfill future orders based on the existing production capacity and other plans relating to production
equation for forecasting inventory = $22 + 0.125 sales
Current sales = $300 million
Annual sales growth rate =32%
sales for next year = 300 + (300*32%)
300 + 96= $396 million
Applying the equation
Inventory = $22 + (0.125*396)
$22 + $49.5 = $71.5 million
Answer: $2,398.55
Explanation:
The deposit at the end of year one would have been compounded by 2 years at the end of year 3. The second year deposit would have compounded by 1 year and the third year deposit would not have compounded at all.
The future value at the end of 3 years is;
= (500 * ( 1 + 11%)²) + (750 * ( 1 + 11%)) + 950
= $2,398.55
<em>The question might not be the exact same but you can use this as a reference. </em>
