It is completely inappropriate to mention that debt investments not classified as trading or held-to-maturity securities are called available-for-sale securities. Therefore, the statement given above is false.
<h3>What is the significance of debt investments?</h3>
Investments in the loan instruments or similar classes are regarded as debt investments. These investments cannot be bought or sold or traded in the open market, as unlike equity investments, they are backed by a date of maturity.
Therefore, the statement given above regarding the significance of debt investments is false.
Learn more about debt investments here:
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Answer:
Deposits and other credits increasing the account during the period.
End-of-period balance in the account.
Beginning-of-period balance in the account.
Checks and other debits decreasing the account during the period.
Explanation:
A bank's monthly statement may be described as document showing transaction details which occurred on a bank account during a specified period of time. The monthly statement will include balance or amount in the account at the beginning of the period. The record of deposits and inflow of funds or credits in the account. The monthly statement will also include outflow, which are withdrawals and debits occurring on the account at the specified period of time. Also, the statement will include the balance at the end of the specified period of time.
Answer:
Cost of equity = 19.1
%
Explanation:
Cost of equity = required rate of return + flotation cost
The Capital assets pricing model would be used to determined the required rate of return
<em>The capital asset pricing model (CAPM): relates the price of a share to the market risk or systematic risk. The systematic risk is that which affects all the all the economic agents, e.g inflation, interest rate e.t.c </em>
Using the CAPM , the required rate of return is given as follows:
E(r)= Rf +β(Rm-Rf)
E(r) - required return
β- Beta
Rm- Return on market
Rf- Risk-free rate
DATA
E(r) =? , Rf- 3%, Rm-14% , β- 1.1, flotation cost - 4%
E(r) = 3% + 1.1× (14% - 3%) = 15.1
%
Cost of equity = required rate of return + flotation cost
= 15.1
% + 4% = 19.1
%
Cost of equity = 19.1
%
