In: Accounting
1 |
A company began the year with Assets of $200,000, Liabilities of $40,000 and Stockholders' equity of $160,000. During the year Assets increased $110,000 and stockholders' equity increased $50,000. What was the change in Liabilities for the year? Answer__________________ |
.2 |
At the end of last year, the company's assets totaled $1,720,000
and its liabilities totaled $1,480,000. During the current year,
the company's total assets increased by $120,000 and its total
liabilities increased by $48,000. At the end of the current year,
stockholders' equity was |
Answer__________________
3 |
A company began the year with assets of $200,000 and liabilities of $150,000. During the year assets increased by $120,000 and liabilities decreased by $20,000. |
__________________
_______________
4 The ending retained earnings balance of Max's Italian Restaurant chain increased by $9.5 million from the beginning of the year. The company had declared a dividend of $2.5 million during the year. What was the net income earned during the year?
Net income________________
Note: Increases are shown as positive amounts and decreases are shown with a negative sign.
1.
Assets | = | Liabilities | + | Equity | |
Beg. Bal. | 200000 | = | 40000 | + | 160000 |
During the year | 110000 | = | 60000 | + | 50000 |
Answer: $60000 Increase
2.
Assets | = | Liabilities | + | Equity | |
End of last year | 1720000 | = | 1480000 | + | 240000 |
During current year | 120000 | = | 48000 | + | 72000 |
End of current year | 1840000 | = | 1528000 | + | 312000 |
Answer: $312000
3.
Assets | = | Liabilities | + | Equity | |
Beg. Bal. | 200000 | = | 150000 | + | 50000 |
During current year | 120000 | = | -20000 | + | 140000 |
End of current year | 320000 | = | 130000 | + | 190000 |
a. Answer: $50000
b. Answer: $140000 Increase
4. Assuming the beginning retained earnings to be 'X'
Ending retained earnings = X + $9.5
Beginning retained earnings + Net income - Dividends = Ending retained earnings
X + Net income - 2.5 = X + 9.5
Net income = X + 9.5 - X + 2.5
Net income = 12