Answer:
A bond portfolio and a stock portfolio both provided an unrealized pretax return of 8% to a taxable investor. If the stocks paid no dividends, we know that the ________.
The after-tax return of the stock portfolio was higher than the after-tax return of the bond portfolio.
Explanation:
The returns from the bond portfolio are taxed at the corporate rate while returns from stock investments are taxed at a lower rate. It is well-known that the risks from stock are higher than the risks from bonds. As a result, the stock investments always attract higher returns and less tax, as the investor can postpone the tax for a longer term. Again, stock investments can be for the long-term unlike bonds that have defined periods.
Answer:
into how many geographical region Nepal has divided ?describe them in a few line
Answer: Please see answer in the explanation column
Explanation: A T- account resembles a tshape that shows a representation for financial records using double-entry bookkeeping, when it involves different accounts like asserts and liabilities, debits to liabilities decrease the account while credits increase the account. The contrary is true for assets
first T-account
.a) <u>Assets | Liabilities</u>
Reserve: +$2000 Deposit: +$2000
b)
<u>Assets | Liabilities</u>
Reserve $400 Deposit=+$2000
Loans: .+$1600
Where required reserve ratio is 20% ie 0.02 x 2000= $400
The bank will keep $400 as reserve and can only loan out $1600
Deposited in another bank as
<u>Assets | Liabilities</u>
Reserve $1600 Deposit=$1600
Answer:
Employees,Governments,Local communities,customer
Answer:
$1,565.48
Explanation:
This is an annuity due type of question since the recurring payments are made at the beginning of each year unlike Ordinary annuity whose payments occur at the end of each period.
With a financial calculator on beginning mode "BGN", use the following inputs to find the PV;
Total duration of investment; N = 3
Recurring payment; PMT = 550
Interest rate; I/Y = 5.5%
One time cashflows; FV = 0
then compute for Present value ; CPT PV = 1,565.476
Therefore, the most you should pay is $1,565.48
