The answer is : the nominal value would be equal to the $800 face value of the paycheck. The nominal value is the book, par or face value, which in the case of the paycheck is $800.00
Answer:
b. $14,660,000
Explanation:
The computation of retained earnings at the end of the year is shown below:-
Retained earnings = Beginning retained earning + Net income - Stock dividend - Cash dividend
= $11,000,000 + $5,000,000 + $500,000 - $840,000
= $14,660,000
Working Note :-
Stock Dividend = 400,000 × 5% × $25
= $500,000
Cash dividend = (400,000 + (400,000 × 5%) × $2
= 420,000 × $2
= $840,000
Answer:
e. I, II, III, and IV
Explanation:
I. Sell the inventory and use the cash raised to apply to the debt
II. Sell the store fixtures and use the cash raised to apply to the debt
III. Take funds from Maria‘s personal account at the bank to pay the store‘s debt
IV. Sell any assets Maria personally owns and apply the proceeds to the store‘s debt
Answer:
E, B, D, C, A, G, H, F
Explanation:
Bonds Payable - <em>Long-term liabilities</em>
Buildings - <em>Fixed assets</em>
Accrued Liabilities - <em>Current liabilities</em>
Intangibles - <em>Intangible assets</em>
Inventory - <em>Current assets</em>
Unearned Rent Revenues - <em>Revenue</em>; advanced paid rentals
Accumulated Depreciation - <em>Expense</em>
Retained Earnings - <em>Stockholder's equity</em>
Answer:
Having invested $ 300 per month for the past 8 years, the total accumulated investment amount would be $ 28,800 (8 x 12 x 300). Now, having a total amount of $ 43,262, we find an increase of $ 14,462, which corresponds to the interest accumulated during said period. To know the percentage of the increase, we must perform a cross multiplication:
28,800 = 100
14,462 = X
(14,462 x 100) / 28,800 = X
1,446,200 / 28,800 = X
50.21 = X
As we can see, the investment had an increase of 50.21% during these 8 years. Now, the average increase in investment arises from the division of the total percentage of increase by the number of years. So, given that 50.21 / 8 = 6.27, the average annual return rate of this investment is 6.27%.
