Timmy Company's comparative balance sheet at January 31, 2017, and 2016. reports the following (in millions):
1 answer:
Answer:
The Accounting Equation states that;
Assets = Liabilities + Equity
Equity as at 2016 = Assets - Liabilities
= 50 - 13
= $37 million
Equity as at 2017 = Assets - Liabilities
= 77 - 18
= $59 million
1. Timmy issued $13 million of stock and declared no dividends.
<em>The Net Income ( loss) will be the figure that gives the Statement of Equity a figure of $59 million.</em>
Net Income = Total stockholders' equity, January 31, 2017 - Total stockholders' equity, January 31, 2016 - Issuance of stock
= 59 - 37 - 13
= $9 million
Total stockholders' equity, January 31, 2016 ................ 37
Add: Issuance of stock ......................................................... 13
Net income ......................................................................9
Less: Dividends declared......................................................0
Net loss.......................................................................................0
Total stockholders' equity, January 31, 2017...................59
2. Timmy issued no stock but declared dividends of $17 million.
Net Income (loss) = Total stockholders' equity, January 31, 2017 - Total stockholders' equity, January 31, 2016 + Dividends Declared
= 59 - 37 + 17
= $39 million
Total stockholders' equity, January 31, 2016 ................ 37
Add: Issuance of stock ......................................................... 0
Net income ......................................................................39
Less: Dividends declared......................................................(17)
Net loss.......................................................................................0
Total stockholders' equity, January 31, 2017...................59
3. Timmy issued $20 million of stock and declared dividends of $27 million.
Net Income (loss) = Total stockholders' equity, January 31, 2017 - Total stockholders' equity, January 31, 2016 + Dividends Declared - Issuance of stock
= 59 - 37 + 27 - 20
= $29 million
Total stockholders' equity, January 31, 2016 ................ 37
Add: Issuance of stock ......................................................... 20
Net income ......................................................................29
Less: Dividends declared......................................................(27)
Net loss.......................................................................................0
Total stockholders' equity, January 31, 2017...................59
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Answer:
B) A gain would be less or a loss would be greater using straight-line depreciation.
Explanation:
In straight line method of depreciation there is a fixed amount of depreciation, and in double declining method the rate is double of straight line method,
Let us take an example,
Cost of asset = $500,000
Selling price at end of 2nd year = $300,000
Straight line depreciation = $100,000 for each year i.e. $500,000/5
Double declining method rate = ($100,000/$500,000) 100
2 = 40%
Therefore value at end of second year
Straight line = $500,000 - ($100,000 2 ) = $300,000
Double Declining method = ($500,000 -40%) - 40% = $180,000
In case of sale at $300,000
Profit shall be
Straight line = $300,000 - $300,000 = 0
Double Declining = $300,000 - $180,000 = $120,000
Now, there will be more profit in double declining that is gain is less in straight line and losses would be greater in straight line thus statement B is correct.
Answer:
$106,595
Explanation:
Given:
Initial market rate = 9%
Dropped market interest rate, r = 7% per year
or
= 7% × [6 ÷ 12]
= 3.5% = 0.035
Remaining time, n = 9 years = 18 semi annual periods
Now,
Value of the bond at the retirement
= [ PVAF × Interest payment] + [ PVF × face value]
here,
Present value of annuity factor, PVAF =
or
PVAF =
or
PVAF = 13.189
And,
Interest payment = $100,000 × 8% × [6 ÷ 12 ] [since, 8% bonds]
= $4000
Present value factor =
= 0.538
par value = $100,000
= [13.189 × $40] + [0.538 × 100,000]
= 52,758.7316 + 53,836.114
= $106,595
Hence,
The correct answer is option $106,595