Answer:
Bond Price = $580.2640476 rounded off to $580.26
Explanation:
A zero coupon bond is a kind of bond that does not pay interest to the bond holder like other bonds. Instead it is offered at a discount price and pays the par value at maturity. The discount price is calculated using a certain rate which can also be called the implied interest rate on this zero coupon bond. The formula to calculate the price of the zero coupon bond is,
Bond Price = Par Value / (1 + r)^t
Where,
- r is the interest rate or the discount rate
- t is the number of periods to maturity
Bond Price = 1000 / (1+0.115)^5
Bond Price = $580.2640476 rounded off to $580.26
Answer:
Fabiola pays 27.0963 dollars for 8.79877 gallons of fuel.
Step-by-step explanation:
We are given that,
Fabiola pays 357 pesos for 40 liters of fuel.
It is required to convert the amount in dollars.
Since, we know that,
1 peso = 0.0759 dollars
So, 357 pesos = 0.0759 × 357 = 27.0963 dollars
Moreover,
1 liter = 0.219969 gallons
So, 40 liters = 0.219969 × 40 = 8.79877 gallons
Thus, we get that,
Fabiola pays 27.0963 dollars for 8.79877 gallons of fuel.
Answer:
Ans. rate of return= 7.37%
Explanation:
The easiest way to find this discount rate is to set a MS Excel sheet and use the function "Find Goal". In the attachments, there is a spreadsheet that I got ready for you. There are 2 cells in color, one is yellow and the other one is green. You just go ahead and replace the value of the green cell with any percentage that you want, for example, 2%, then use the function "find goal" and set the objective cell to be the yellow cell (B5), changing the cell in green (B7), and hit enter.
Best of luck.
Return on assets = .138/(1+ .72414) = .08, or 8 percent.
