Answer:
The correct answer is loyalty.
Explanation:
The fiduciary duty is the legal obligation to act in the interest of another.
The law prohibits the fiduciary from acting in any manner detrimental to the interests of the client, which is entitled to the best efforts of the fiduciary, while the fiduciary must exercise all the care and diligence at his disposal when acting on behalf of the client.
For its part, the breach of the fiduciary duty is when a fiduciary does not fulfill his responsibilities and obligations. In most cases, a third party will handle the claim of the breach of trust to ensure that it is handled correctly. The trustee may also be removed from the position and ordered to pay fines or other forms of compensation to the principal.
Even if a fiduciary claims that he was not aware of his responsibilities, he will still be charged with breach of fiduciary duty if he fails to fulfill his obligations.
Answer:
1. NPV calculation
Option 1 ( with Greewood fertilizer) : $2.256
Option 2 ( with Peter's Fertilizer) : $3.835
2. Rate of return calculation:
Option 1: 45.12%
Option 2: 95.875%
Option 2 should be chosen as it provides higher NPV.
Explanation:
1. The detailed calculation for each option is:
Option 1: Present value of sales proceed - initial cost = (8/1.05^2) - 5 = $2.256
Option 2: Present value of sales proceed - initial cost = (10/1.05^5) - 4 = $3.835.
2. The detailed calculation for each option is:
Option 1: NPV/Initial cost = 2.256/5= 45.12%
Option 2: NPV/Initial cost =3.835/10 = 95.875%
To assess which option should be picked with the assumption of infinite time horizon, NPV should be key driver. As Option 2 has higher NPV, Option 2 is chosen.
The average nominal risk premium on the long-term government bonds was 2.6 percent.
A risk premium is the expected investment return on an asset that is higher than the risk-free rate of return. The risk premium on an asset is a form of compensation for investors. It compensates investors for tolerating the additional risk in a given investment over that of a risk-free asset. Subtracting the return on risk-free investment from the return on investment yields the risk premium.
The nominal risk premium is:
Nominal Risk-Free Rate - Inflation Premium = Real Risk-Free Rate. Nominal rates are the rates we encounter on a daily basis, such as interest rates from banks and other financial institutions.
Nominal risk premium = 6.1 % -3.5 %
= 2.6%.
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Answer:
Trial Income Statement:
Service revenue $17,000
Rent expense ($3,500)
Insurance expense ($350)
<u>Wages expense ($10,500)</u>
Net income $2,650
*We need to adjust other expenses like supplies or utilities. I assumed the salaries paid were for a 10 days period since no one pays salaries in advance.
Trial Balance Sheet
Assets:
Cash $62,200
Supplies $1,000
Prepaid insurance $3,850
<u>Equipment $10,000 </u>
Total Assets $77,050
Liabilities and Equity:
Accounts payable $8,000
Wages payable $7,000
Common Stock $60,000
<u>Retained earnings $2,050 </u>
Total Liabilities and Equity $77,050
Explanation:
July 1
Dr Cash 60,000
Cr Common stock 60,000 (6,000 stocks $10 par value)
July 3
<u>Rent expense 3,500</u>
Cr Cash 3,500
July 5
Dr Prepaid insurance 4,200
Cr Cash 4,200
Adjusting entry July 31
Dr Insurance expense 350
Cr Prepaid insurance 350
July 7
Dr Supplies 1,000
Cr Accounts payable 1,000
July 10
Dr Wages expense 3,500
Cr Cash 3,500
Adjusting entry July 31
Dr Wages expense 7,000 ($3,500 x 2 10 day periods)
Cr Wages payable 7,000
July 14
Dr Equipment 10,000
Cr Cash 2,500
Cr Accounts payable 7,500
July 15
Dr Cash 8,000
Cr Service revenue 8,000
July 19
Dr Accounts payable 500
Cr Cash 500
July 31
Dr Cash 9,000
Cr Service revenue 9,000
Dr Retained earnings 600
Cr Dividends payable 600
Dr Dividends payable 600
Cr Cash 600
Answer:
The answer is D.
Explanation:
Sinking funds require the issuer(borrower) to set aside assets at specified amounts to retire the bonds at maturity. Sinking fund helps the issuer to secure a bond with lower yield.
An agreed amount is deposited at an agreed period (e.g yearly) so as to pay of the par value or principal value at maturity.