Answer:
Mr Crane's total return on the bond investment was 5.35%
Explanation:
The return on a bond is also known as it yield to maturity (YTM). In order to find a bonds YTM we need to know its present value, future value, coupon payments and number of years. In this case the bond's present value is 1,055 because it was bought at this price, it's future value is 980 because it was sold for 980, its number of years was 5 as it was held for 5 years and its coupon payment was (0.07*1000)=70. Now in order to compute return or ytm we need to put all these values in a financial calculator and compute I
PV= -1055
FV= 980
PMT= 70
N=5
Compute I=5.35
The return on the bond investment was 5.35%
Answer:
variable cost per unit = 46
fixed cost 188680
Explanation:
The high-low method consist in compare each frame to get the variable and fixed components
5440 high
2040 low
3400 difference
437920 high
281520 low
156400 difference
variable cost =15600/3400
variable cost = 46
the reasoning is that the additional 3400 units generated that cost.
Now:
we múltiple by the units by the production and get total variable
46 * 2040 = 93840 total variable
lastly total cost - total variable = fixed
281520 - 93840 = 188680
Answer:
D. John
Explanation:
John has an annual income of $100,000 which is equivalent to a monthly salary of $ 8,334.00 ($100,000 divide by 12 months)
Applying the 28/36 borrowing rule, Mr. John cannot exceed 36 percent of his monthly income to service debts. It means that John has $ 3000 available every month to service his loans.
John intends to take a loan of $ 10,000. This amount is within his ability to pay. Even if he has other debts, he only needs months to clear the loan plus interest.
If we apply the same rule to Paul, his monthly salary is $2, 084.00. He has $ 750.00 available to pay the loan every month. A loan of $ 50,000 with interest will take about seven years to clear. Considering he may want to take other loans in that period and the value of the car by then, Paul is likely to default.
Eileen will have $720 available for repayments per month and annually $ 8640.00 to repay $400,000.00; she will need about 47 years. Considering her age, it's not viable.
Answer:
The overhead for the year was $130,075
Explanation:
GIVEN INFORMATION -
ESTIMATED ACTUAL
Manufacturing overhead $132,440 $128,600
Machine hours 2800 2750
Here for calculating the overhead for the year we will use the following formula =
\frac{Estimated Manufacturing Overhead}{Estiamted Machine Hours}\times Actual Machine Hours
= \frac{\$132,440}{2800}\times 2750
\$47.3\times 2750 = \$130,075
Therefore the overhead for the year was $130,075
