Answer:
party A will pay floating rate while party B will pay fixed rate
Explanation:
For A
Sources at floating rate = prime 1%
received fixed rate = 8.9%
For B
sources fixed rate = 8.9%
Received floating rate = prime 1%
For a mutually beneficial interest only swap that makes money for A,Band the swap bank in equal measure, the party A will pay floating rate while party B will pay fixed rate
Answer:
Their combined future value will be 8,141.59.
Explanation:
Each deposit is invested at 12%, but for a different amount of years. So, the best thing would be to separate the three, calculate their value at the end of the third year for separated, and then obtain the grand total by adding up the results.
- First deposit = 1,200. It is invested for three years. The value at the end of year 3 is 1,200*(1.12)^3 = 1,685.91
- Second deposit = 2,200. It is invested for two years. The value at the end of year 3 is 2,200*(1.12)^2 = 2,759.68
- Third deposit = 3,300. It is invested for one years. The value at the end of year 3 is 3,300*(1.12) = 3,696.00
- The sum of the three deposits is 8,141.59.
Answer:
6.92%
Explanation:
The computation of the annually compounded rate of interest is presented below:
Future value = Invested amount × (1 + rate)^number of years
where,
Invested amount = $1,800
Rate = ?
Number of years = 1 year
The future value = $1,924.62
So, the rate is
$1,924.62 = $1,800 × (1 + rate)^1
After solving this, the rate is 6.92%
Answer:
c. $229
Explanation:
To compute the total absorption cost per unit we do the following,
Absorption of fixed costs = Fixed costs / units produced
Absorption cost = 200,000 / 4000 = $50/unit
Total cost of each individual unit = 99 + 55 + 25 + 50 = $229
This includes direct material, direct labor, manufacturing overhead and the fixed absorption cost.
With absorption costing we take all the goods produced in a period as denominator for the Fixed costs.
Hope that helps.
Answer:
EAC of Machine A is $6,788.64
EAC of Machine B is $6,094.62
We should purchase Machine B because of its ]lower EAC
Explanation:
Equivalent Annual Cost (EAC) = (Asset price x discount rate)/(1-(1+discount rate)^(-n))), in which n is the number of year for usage of asset.
EAC of Machine A is $6,788.64 = ($15,500x15%)/(1-(1+15%)^(-3))
EAC of Machine B is $6,094.62 = ($17,400x15%)/(1-(1+15%)^(-4))
