Answer:
Total sum due after 5 years = $2,626.9
Explanation:
The sum of 100 that is invested per period(quarterly)for certain number of period is referred is referred to as an annuity. The total sum that the investment would worth after if interest rate is compounded quarterly for the investment period is referred to as the future value of annuity.
The total sum due can be computed in two stages. The first is to determined how much the annuity investment would worth after 5 years. And the second is to determine how much the single sum of $100 would worth after 5 years.
This done as follows:
The future Value of annuity is computed using the formula below:
FV = A×( (1+r)^n - 1)/r)× (1+r)
A- periodic cash flow invested
r- interest rate per period
n- number of period
FV = future value
r= 8/4= 2%
n= 5×4= 20
FV= 100×(1.02^20 -1)/0.02)×(1.02)= 2478.3
Step 2 : The future value of the value of the Initial lump sum of $100 already existing
FV= A× (1+r)∧n
= 100×(1.02)^20 =148.59
The sum due after the end of the investment period =
2478.3 + 148.59=$2,626.9
Total sum due after 5 years = $2,626.9
Answer:
The amount of effective interest expense that chaco will record in the first six months is $14,375
Explanation:
interest payment that will be first made is on June 30, Year 1. Therefore, the outstanding balance used in the calculation is the issue price.
The interest expense is calculated by these formula
Interest expense = Effective semiannual interest rate × Outstanding balance
Interest expense = (8% ÷ 2) × $359,378 = $14,375
So the interest expense is gotten as %14,375
Answer: d. The actual expected stock return indicates the stock is currently underpriced.
Explanation:
According to CAPM, the expected return is:
= Risk free rate + beta * (market return - risk free rate)
= 4.3% + 1.14 * (12.01% - 4.3%)
= 13.09%
The actual expected return is greater than the CAPM expected return.
This stock is underpriced because it is bringing in a higher return than CAPM predicted based on the market.
Answer:
$9120
Explanation:
Using sum of years digit,
5+4+3+2+1=15
5/15*(72000-3600)=22800 for first year
4/15*68400 = 18240 for second year
Total depreciation before change of accounting policy = 22800+18240=41040
Net value of asset at start of 2018 = 68400-41040= 27360
Straight line depreciation for 2018 = 27360/3 = 9120
Answer:
$9,000
Explanation:
The computation of the depreciation expense using the straight-line method is shown below;
= (Purchase value of machinery - residual value) ÷ (estimated useful life)
= $54,000 ÷ 6 years
= $9,000
The depreciation cost is the cost which is come after considering the salvage value and the same is to be considered
Hence, the depreciation expense is $9,000
