Answer: Competitive type of the multi-divisional structure
Explanation:
Here, in this particular case, using the given information we can state that Transector Inc. is using the <em>competitive form of the multi-divisional corporate structure</em>. In this multi-divisional structure, there tends to lie one parent organization which usually consists of several different divisions and sub-divisions that are known to operate distinguished businesses. In legal terminology, the parent organization is known to own all the divisions, but they are also known to provide them with significant autonomy, in order for them to work independently.
Answer:
the company’s basic EPS is $37.14
Explanation:
Basic Earnings per share = Earnings attributable to holders of common stock ÷ Weighted Average Number of Common Stocks
<u>Step 1 : Calculation of Earnings attributable to holders of common stock</u>
This is given. It is the Net Income during the current year of $260,000
<u>Step 2 : Calculation of Weighted Average Number of Common Stocks</u>
Outstanding Stocks at the beginning of the year 10,000
Less Sold Stocks - On Weight Basis (6/12 × 6,000) 3,000
Weighted Average Number of Common Stocks 7,000
Therefore,
Basic Earnings per share = $260,000 ÷ 7,000
= $37.14
The answer is down sloping, perfectly elastic. The demand curve for a firm in a splendidly focused market shifts altogether from that of the whole market.The advertise request bend inclines to descend, while the impeccably aggressive Association's request bend is a flat line equivalent to the harmony cost of the whole market.
Answer:
d) $228,000 outflow
Explanation:
Calculation for the amount that the salaries should be reflected in the analysis
Using this formula
Salaries=Salaries expense-(Salaries expense*Tax rate)
Let plug in the formula
Salaries=$380,000-($380,000*40%)
Salaries=$380,000-$152,000
Salaries=$228,000 Outflow
Therefore salaries should be reflected in the analysis by a: $228,000 outflow
Answer: 0.755
Explanation:
From the information given, the current per share value of the option if it expires in one year will be calculated as follows:
Firstly, we calculate the present value which will be:
= $28 / ( 1 + 0.05 )
= $28/1.05
= $26.667
The number of options needed will be:
= ( 34 - 28 )/ ( 4-0)
= 6/4
= 1.5
Therefore,
27.80 = (1.5 x Co) + [28 / (1+0.05)]
27.80 = 1.5Co + (28/1.05)
27.80 = 1.5Co + 26.667
1.5Co = 28.0 - 26.667
1.5Co = 1.1333
Co = 0.755
Therefore, the answer is 0.755
