Equity
Income Statement
Assets
Liabilities
other
100
Dividends

(1) are expenses

(2) always affect the net income

(3) are distirbutions to shareholders of assets (usually in cash) as a result of a favorable balance in retained earnings

(4) all of the above

(3) are distirbutions to shareholders of assets (usually in cash) as a result of a favorable balance in retained earnings

100

Sales revenue is based on the _________ price of the inventory, while cost of goods sold is based on the __________ of the inventory: 

A) cost, sales 

B) cost, cost 

C) sales, sales 

D) sales, cost

D) sales, cost

100

7. If the debit amount of an entry to record the purchase of inventory on account was not posted: 

A) assets would be understated

B) assets would be overstated 

C) liabilities would be understated 

D) liabilities would be overstated

A) assets would be understated

100

The balance in Accounts Receivable was €650,000 at the beginning of the year and €350,000 at the end of the year. Sales on account during the year totaled €770,000. During the year, €80,000 in customer accounts were written off. How much cash was collected from customers during the period?

€990,000

100

The accounting assumption states that the business, rather than its owners, is the reporting unit is:

(1) the economic entity assumption

(2) going concern assumption

(3) monetary-unit assumption

(4) historical cost assumption

economic entity assumption

200

3. On January 1, 2016, total assets for ABC Company were €125,000; on December 31, 2016, total assets were €145,000. On January 1, 2016, total liabilities were €110,000; on December 31, 2016, total liabilities were €115,000. What is the amount of the change and the direction of the change in ABC's shareholders’ equity for 2016? 


Increase of €15,000

200

Owners invested €8,000 cash in return for shares to begin the business 

II. Company provided services for cash, €6,000 

III. Company provided services on account, €4,000

 IV. Company paid cash for expenses, €7,500 

How much net income did the company have at the end of the period?

€2,500

200

32. ABC Company has gathered the following information: 

Beginning inventory €120,000 

Ending inventory €165,000 

Beginning Accounts Payable €82,500 (Relates to purchase of inventory only)

Ending Accounts Payable €91,700 (Relates to purchase of inventory only) 

Cost of Goods Sold €358,000 

Credit Sales €532,100 

Total purchases of inventory for the period were:

€403,000

200

ABC Company, a start-up company, gives a one-year warranty on its products. The company had sales in 2016 and 2017 of €250,000 and €375,000, respectively. For simplicity, we assume that all sales took place on 31 December. ABC Company estimates warranty expenses at 3% of sales. Actual warranty expenses were €5,600 in 2017, related to the sales made in 2016. The balance in the Warranty Provision account at the end of year 2017 is:

€11,250

200

12. On December 31, 2016, salaries owed to employees total €4,150. These will be paid on January 4, 2017. The adjusting entry prepared on December 31, 2016, includes a: 

A) debit to Salary Expense for €4,150 

B) debit to Salary Payable for €4,150

C) credit to Cash for €4,150 

D) credit to Salary Expense for €4,150

A) debit to Salary Expense for €4,150

300

The purchase of treasury stock: 

A) Decreases assets and decreases liabilities 

B) Decreases assets and decreases shareholders' equity

C) Has no effect on the balance sheet 

D) Increases one asset and decreases another

B) Decreases assets and decreases shareholders' equity

300

calculate FIFO<img data-fr-image-pasted="true" src="data:image/png;base64,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

915

300

11. A company pays €15,000 on 15 November 2017 for a television advertising campaign. Commercials will run evenly in December 2017, January 2018, and February 2018. What is the amount of Prepaid Advertising on the Balance Sheet on 31 December 2017?

€10,000

300

ABC Company gathered the following information pertaining to the year ended on December 31, 2016 prior to any adjustments: 

Net sales for the year €780,000 

Accounts receivables on 31 December 2016 €165,000 

Allowance for Doubtful accounts on 31 December 2016 €3,200 (Cr.) 

Age, amount and percentage uncollectible of the Accounts Receivables at 31 December 2016: 

1-30 days €92,000 3% 

31-60 days €36,000 5% 

61-90 days €23,000 8% 

Over 90 days €14,000 20% 

Total €165,000 

Assume ABC Company uses the aging-of-accounts-receivable method to estimate bad debts. The adjusting entry to record bad debt expenses for the year 2016 is:

Dr: Bad debt expense €12,400

Cr: AR €12,400

300

31. Which of the following might appear on a direct method statement of cash flows? 

A) Payments to suppliers

B) Gain on sale of equipment 

C) Credit sales 

D) Depreciation expense

A) Payments to suppliers

400

All of the following transactions increase shareholders' equity except: 

A) Generating sales revenues 

B) Declaration of a dividend

C) Issuance of common stock 

D) Profitable operations

B) Declaration of a dividend

400

ABC Company reports beginning equipment, net of depreciation, of €645,000 and an ending amount of €732,500. The income statement shows depreciation of €48,300 and a €5,600 loss on sale of equipment. ABC Company acquired €213,000 of equipment during the year. The proceeds from the sale of equipment are:

€71,600

400

Which accounting principle directs the depreciation process? 

A) Full disclosure 

B) Cost constraint 

C) Matching

D) Historical cost

C) Matching

400

At the end of the year, a company makes a journal entry to accrue the interest expense on a short-term note payable. As a result of this transaction: 

A) current liabilities increase and current assets decrease. 

B) current liabilities increase and equity increases. 

C) current liabilities increase and equity decreases.

D) current liabilities decrease and equity decreases.

C) current liabilities increase and equity decreases.

400

Which of the following statements is false? 

A) Only one true earnings number exists 

B) Accounting standards are subject to interpretation 

C) The flexibility in accrual basis statements allows managers to manipulate the reported numbers. 

D) The flexibility in accrual basis statements allows managers to signal private information to the market.

A) Only one true earnings number exists