Answer:
Face Value of the Bond = 40000
Effective Interest = 4%
Coupon rate = 4%
Years to Maturity = 4
Quarterly Coupon rate = 1%
No. of compounding periods = 16
Present Value of Face (40000*.85282) $34,112.85
Present Value of Interest Payments (800*14.7179) <u>$5,887.15</u>
Total $40,000.00
Face Value of Bond <u>$40,000.00</u>
Initial Amount of Discount/(Premium) <u>$0.00 </u>
Note: As the bonds are issued at par, there is premium or discount.
Answer:
Portfolio Return = 11.975%
Explanation:
The portfolio return is calculated by taking the weights of individual securities in a portfolio and multiplying them by the return of individual securities. The formula can be written as,
Portfolio return = wA * rA + wB * rB
Where,
- wA is the weight of security A
- rA is the return on security A
- wB is the weight of security B
- rB is the return on security B
The risk free asset has a beta of zero.
Let the weight of risk free asset be x. The weight of risky asset is 1-x.
Portfolio beta = 0.975 = x * 0 + (1-x) * 1.3
0.975 = 1.3 - 1.3x
0.975 - 1.3 = -1.3x
-0.325 / -1.3 = x
x = 0.25
Portfolio return = 0.25 * 0.032 + (1-0.25) * 0.149 = 0.11975 or 11.975%
Answer:
Consumers cannot find enough of a popular new toy in stores.
Explanation:
If there is a shortage, there is not enough supply for the demand.
The intended audience for the memo is <u><em>all company employees</em></u>. The tone of the memo should be <em><u>formal</u></em>. Finally, the purpose of the memo is <u><em>to make sure employees understand and follow the updated dress code</em></u>.
Answer:
Depreciation: $4,000.00
Variable costs : $914.81
Explanation:
The value of the car when new = $19,860.00
Values after two years =$11,860.00
Accumulated depreciation for two years
= $19,860.00 - $11,860.00
=$8,000.00
Assuming straight depreciation method, depreciation each of the two years
=$8,000.00/2
=$4,000.00
Variable costs are the cost that changes with usages. In this case, variable costs are gas and oil, lube, and miscellaneous.
Variable costs = $845.96 + $68.85
Variable costs = $914.81