Answer:
$163,100
Explanation:
First find the present value of cashflows at year 1 and 2
<u>PV of $82,400;</u>
PV = FV/(1+r)^n
PV = 82,400/(1.1275)^1
PV = $73082.0399
<u>PV of $148,600;</u>
PV = FV/(1+r)^n
PV = 148,600 /(1.1275)^2
PV = $116,892.2473
From the cumulative present value of 303,764.34, find the balance after deducting the above PVs;
PV of cashflow yr3 = $303,764.34 -$73082.0399 -$116,892.2473
PV of cashflow yr3 = $113,790.053
Next, calculate year 3's cashflow;
Year 3 cashflow = 113790.053(1.1275)^3
Year 3 cashflow = $163,099.996
Expected cashflow in third year is approximately $163,100
Answer:
3%
Explanation:
Data provided as per the question
Nominal interest rate = 100%
Inflation rate = 7%
The computation of the real interest rate is shown below:-
Real interest rate = Nominal interest rate - Inflation rate
= 10% - 7%
= 3%
Therefore, for computing the real interest rate we simply deduct the inflation rate from the nominal interest rate.
Answer:
a.
Date Account Title Debit Credit
Dec, 31. 2020 Cash $1,000
Customer Deposits $1,000
b.
Date Account Title Debit Credit
Dec, 31. 2020 Customer deposits $800
Cash $800
c.
Date Account Title Debit Credit
Dec, 31. 2020 Customer deposits $120
Breakage Revenue $120
Cost of goods sold(0.8 * 120) $ 96
Inventory $ 96
Answer:
8.25%
Explanation:
Orange, Inc. should calculate the MARR (minimum acceptable rate of return) for this project using the following:
Re = 12% (similar to Paste, Inc., so it can be considered the industry's average)
Rd = 6% x (1 - 25%) = 4.5%
MARR = (1/2 x 12%) + (1/2 x 4.5%) = 6% + 2.25% = 8.25%
This calculation is similar to calculating a company's WACC since you must determine the weighted cost of financing the project.