The equation for the income statement is Revenues - Cost of goods = Net income. The three major items reported on the income statement are net income, gross profits, and operating income.
The income statement is a statement of the profits and losses of a firm. It consists of three income statements. The Net income is derived by deducting the expenses of the firm from its revenues (Net income = Revenue - Expenses). It may also be calculated by adding the operating income with the non-operating items.
Gross profit is arrived at by subtracting the expenditure made on the products that were sold from the revenue of a firm. The Operating income is the result of subtracting the operating expenses from the gross profit.
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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:
$153,333
Explanation:
Calculation to determine What amount should Olympic recognize as compensation expense for 2016
Using this formula
Compensation expense =Total compensation/Vesting period
Let plug in the formula
Compensation expense=($5 x 92,000)/3 years
Compensation expense=$460,000/3 years
Compensation expense=$153,333
Therefore What amount should Olympic recognize as compensation expense for 2016 is $153,333
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Answer:
It will take 50 months to complete the payment on his entire balance
Explanation:
We have to solve for n in an annuity:
C $20.00
time n
rate (0.1524 / 12 months per year) 0.00127
PV $969.1600
Now, we use logarithmics properties to get the answer:
[tex]-n= \frac{log0.93845834}{log(1+0.00127)
n = 50.044991
