Answer:
c. $125.00
Explanation:
Let us assume the x for invested in portfolio
Invested proportion × expected return of the optimal portfolio + (1 - invested proportion) × risk free rate = expected return
x × 7% + (1 - x) × 3% = 8%
7% x + 3% - 3% x = 8%
4% x = 5%
X = 1.25
Now the invested amount would be
= 1.25 × $500
= $625
So, the borrowed amount would be
= $625 - $500
= $125
Answer: 6%
Explanation:
The annual payments can be considered to be annuity payments as they are constant. The amount borrowed can be considered the present value of the annuity.
Present value of annuity = Annuity * Present value interest factor of annuity, 8 years, %?
178,960 = 28,819 * Annuity factor
Annuity factor = 178,960 / 28,819
= 6.20979
To find out the interest rate, look at the Present Value of Annuity table and go to the 8 period column. Look for 6.20979. The interest rate that intersects with this factor is the interest rate implicit in this agreement.
That rate is 6%.
,Answer: a. 9,450 units
Explanation:
You need to find the weighted average contribution margin for both products.
Product A
Weighted average contribution margin = Contribution margin * Units sold / Total units sold
= 34 * 7,600 / (7,600 + 2,400)
= $25.84
Product B
= 59 * 2,400 / 10,000
= $14.16
Breakeven point in units = Fixed costs/ (Weighted average contribution margin of both A and B)
= 378,000 / (25.84 + 14.16)
= 9,450 units
The answer for this question is True
Answer and Explanation:
a. The computation of cost of ending work in process inventory for materials, conversion, and in total is shown below:-
For material = 2,080 × $15.66
= $32,572.80
For conversion = 930 × $6.23
= $5,793.90
For total cost of work in process inventory = $32,572.80 + $5,793.90
= $38,366.70
b. The computation of cost of the units completed and transferred out for materials, conversion, and in total is shown below:-
For material = 21,700 × $15.66
= $339,822
For Conversion = 21,700 × $6.23
= $135,191
For total cost of completed and transferred units = $339,822 + $135,191
= $475,013