1.) A
2.) True
3.) False
4.) C
5.) C
6.) True
7.) True
8.) C
9.) True
10.) True
Bonds payable that are <u>long-term obligations</u> are typically recorded on the balance sheet.
<h3><u>How do long-term liabilities work?</u></h3>
Long-term liabilities are debts owed by a business that won't be paid off for at least a year. To give a clearer picture of a company's present liquidity and its capacity to meet its obligations as they come due, the current part of long-term debt is broken out separately from other debt.
Long-term liabilities are also referred to as noncurrent liabilities or long-term debt. The balance sheet's part that may include debentures, loans, deferred tax liabilities, and pension obligations is where long-term liabilities are stated following more immediate liabilities.
Liabilities that are greater than one year in duration or that are not due within the next 12 months are referred to as long-term liabilities. The time it takes a business to convert its inventory into cash is known as its operational cycle.
Learn more about long-term liabilities with the help of the given link:
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Accrual:- in layman terms, accrual is an ongoing process. For example if you are in an auto, the fare keeps on accruing as we travel
Realization:- in layman terms realization is the receiving of the money that had accrued. For example, when you pay the auto fare, that is realization
The answer is true, Accounts payable is a single general ledger account that summarizes the total amount owed to all vendors. Accounts payable are amounts which are owed by you to your suppliers for the purchase of trade goods or services, they are sometimes referred to as trade payables or trade creditors. Under normal circumstances, they are normally unsecured, and non-interest bearing.
Answer:
9.75%
4.2%
Explanation:
Given:
Stock index portfolio = 70% = 70/100 = 0.70
Risk free asset = 30% = 30/100 = 0.30
Return on the risk-free asset = 4.5% = 4.5/100 = 0.045
Return on the stock index = 12% = 12/100 = 0.12
Standard deviation (Return on the stock index) = 6% = 6/100 = 0.06
Computation of expected return on the portfolio:
Expected return = [Risk free asset × Return on the risk-free asset ] + [Stock index portfolio × Return on the stock index ]
= [0.3 × 4.5] + [0.7 × 12]
= [1.35 + 8.4]
= 9.75%
Computation of expected standard deviation of the portfolio:
Expected standard deviation = [Stock index portfolio × Standard deviation (Return on the stock index)]
= 0.7× 6
= 4.2%
