Answer:
Option $6,000
Explanation:
Data provided in the question:
Cost of the machine acquired = $30,000
Classified useful life = 5 years property
Now,
The MARCS rate for 5 years property, the depreciation rate is 20%
Therefore,
The depreciation for the year 2019 will be
= 20% of the Cost of the machine acquired
= 0.20 × $30,000
= $6,000
Hence,
Option $6,000
Answer:
Maximum total profit = $4,800
Explanation:
When a business is faced with a problem of shortage of a resource which can be used to produced more than one product type, to maximize the use of the resource , the business should allocate it for production purpose in such a way that it maximizes the contribution per unit of the scare resource.
Therefore the Company should allocate the budget cost to maximize the profit per production cost. This is done as follows:
Calculate the profit per budget cost and rank the product
Gasoline Heating oil
Profit per product cost 3/6=0.5 4/8= 0.5
The two products produce the same profit per dollar of cost which is $0.5. So, they are equally ranked.
So the total profit= the budget cost × profit per budget
= 9,600× $0.5 =$4,800
Maximum total profit = $4,800
Answer:
C) common stockholders, but after that of bondholders.
Explanation:
Preferred stockholders hold a claim on assets that has priority over the claims of common stockholders but after that of bondholders.
The preferred shareholder is given preference for the distribution of dividends, which is higher than the common stock. It is paid as per the discretion of the company´s directors. Instead, they have limited right and they do not vote for corporate governance like a common stockholder. In the case of the dissolution of the company, the preferred shareholders will still receive payment due to them in terms of dividends. They have a feature of both bonds and equity stockholders.
higher prices and higher outputs
Answer:
Bond price= $1,793.62
Explanation:
Giving the following information:
Face value= $2,000
Number of periods= 17
Cupon rate= 0.077
YTM= 0.089
T<u>o calculate the price of the bond, we need to use the following formula:</u>
Bond Price= cupon*{[1 - (1+i)^-n] / i} + [face value/(1+i)^n]
Bond Price= 154*{[1 - (1.089^-17)] / 0.089} + [2,000/1.089^17)
Bond Price= 1,324.21 + 469.41
Bond price= $1,793.62
