Answer:
$29,000
Explanation:
Calculation would be as follows:
Particular Amount ($)
Beginning Cash 10,000
Add: Cash Receipt 85,000
Less: Cash Disbursement (66,000)
Cash Available 29,000
Hence, the cash available over disbursement for the month would be $29,000.
Answer:
c. discretionary income.
Explanation:
There are various incomes which are explained below:-
a. Net Income: The income which is calculated after considering all expenses is called gross income.
b. Disposable income: The income which is computed after deducting the tax expenses is known as disposable income. It is not meant for basic necessities that means it considered only tax expenses.
c. Discretionary income: The income which is computed after considering the income, government taxes, other business expenses and day to day expenses is called discretionary income.
d. Gross income: The income which is calculated before considering all expenses is called gross income.
e. Earned income after taxes: The income which is earned after deducting the tax expenses is called earned income after taxes.
In the given situation, the most appropriate option is C.
Answer:
The correct answer is: "You would have $589 the end of year 10".
Explanation:
The logics of the statement remains in the amount of money remained after 10 years of savings with a 10% annual interest. This means that, after you deposit $100 now (nº 0), on the first current year you would have ended up with $110, although in the second year (nº 2) you would have made a deposit of $200, which means you would have made total earnings of $310, plus the annual interest of $31. After the second year, all subsequent ones wound count on with an annual interest of $31, which means that at end of year 10 you would have reached the amount of $589.
(ps: mark as brainliest, please?!)
Answer:
$11881.4
Explanation:
Given :
Future value, FV = $15,000
Interest rate, r = 6%
Period, n = 4 years
Using the Present Value formula :
PV = FV(1 ÷ (1 + r)^n)
15000(1 ÷ (1 + r)^n)
15000(1 ÷ (1 + 0.06)^4)
15000(1 ÷ 1.06^4)
15000(1 ÷ 1.26247696)
15000(0.7920936)
= $11,881.4
Answer:
13.86%
Explanation:
Calculation to determine the flotation-adjusted (net) cost of its new common stock
Using this formula
Cost of new common stock(re) = [d1 / stock price (1-flotation cost)] +g
Let plug in the formula
Cost of new common stock(re)= [$1.36 / 33.35 (1 – 0.065)]+0.094
Cost of new common stock(re)= [$1.36 / 33.35 (0.935)]+0.094
Cost of new common stock(re)= [$1.36/31.182)+0.094
Cost of new common stock(re)=0.04361+0.094
Cost of new common stock(re)=0.1376*100
Cost of new common stock(re)=13.76%
Therefore the flotation-adjusted (net) cost of its new common stock will be 13.76%
