Answer:
c. 7%
Explanation:
According to the given scenario, the computation of the annual stated interest rate on the bonds is shown below:-
Sated interest Rate = Cash interest ÷ Face Value of the bond × 2
= $7,000÷ $200,000 × 2
= 7%
Therefore for computing the annual stated interest rate on the bonds we simply applied the above formula. hence the correct option is c
Answer:
Return on company's stock = 15.6%
Explanation:
<u><em>The capital asset pricing model (CAPM)</em></u><em> relates the price of a share to the market risk or systematic risk. The systematic risk is that which affects all the all the economic agents, e.g inflation, interest rate e.t.c</em>
Using the CAPM , the expected return on a asset is given as follows:
E(r)= Rf +β(Rm-Rf)
E(r) =? , Rf- 6%, Rm- 14%, β- 1.2
E(r) = 6% + 1.2× (14- 6)%
= 6% + 9.6%
= 15.6%
Return on company's stock = 15.6%
Answer:
After calculating, we get to know that the Product A should be sell now because, it show a difference of $23,800 through which company can earn more in the future. As the company will be better off by $23,800
Explanation:
For calculation, following things need to be considered which is shown below:
1. Product A process costing = Pounds × Per pound price
= 34,000 × $8
= $272,000
2. Product A costing after selling = Pounds × sale price per pound
= 34,000 × $14
= $476,000
3. Difference of costing :
= Product A costing after selling - Product A process costing
= $476,000 - $272,000
= $204,000
4. Invested amount = $227,800
5. Actual Difference = Invested amount - costing difference
= $227,800 - $204,000
= $23,800
After calculating, we get to know that the Product A should be sell now because, it show a difference of $23,800 through which company can earn more in the future. As the company will be better off by $23,800
Answer:
The correct answer is PV = $800 + $500/1.06 + $500/1.062 + $500/1.06^3
Explanation:
Solution
Given that:
A price was wan by you today at =$800
For the next three years =$500 a year
Now
We compute for the present value of today at 6%
Thus
Present value (PV) = $800 + $500/1.06 + $500/1.062 + $500/1.063
Because $800 is receivable today, its present value is equal to $800,
So,
500 receivable after a year will be divided by 1.06
PV = $800 + $500/1.06 + $500/1.062 + $500/1.06^3
Therefore the right formula for computing the present value as of today at 6 percent is PV = $800 + $500/1.06 + $500/1.062 + $500/1.06^3
Answer:
600 Units
Explanation:
Given:
Opening balance of inventory = 0 units
Ending balance of the month = 800 units
Finished units during the month = 1,200 units
Completed work in progress = 75% = 0.75
Ending work in process inventory = ?
Computation of ending work in process inventory:
Ending work in process inventory = Ending balance of the month × Completed work in progress
= 800 × 0.75
= 600 units
