Answer:
I believe that is company culture
Explanation:
reason it just makes sense to me
its definitely not A or B
Answer:
The recognized gains upon the sale is $2000.
Explanation:
As the cost of purchase of the equipment to Mathew is $15000 and the sale proceeds received is $17000. The gain is actually calculated as follows;
Gain = Sale proceeds –Cost of equipment
Gain = Matthew sells the equipment to an unrelated party for $17,000 – Matthew bought equipment for its fair market value of $15,000
Which is $1700 -$1500 = $2000
Therefore the recognized gains upon the sale is $2000.
Extra units that are held in inventory to reduce stock outs are called just-in-time inventory. The term inventory refers to both the raw materials utilized in production and the finished commodities that are ready for sale. The first-in, first-out method, the last-in, first-out approach are used for inventory valuation.
Inventory turnover is a major contributor to revenue production and, subsequently, to profits for the company's shareholders, making it one of a company's most valuable assets. Work-in-progress items, finished goods, and raw materials make up the three categories of inventory. It is classified as a current asset on the asset side of a company's balance sheet.
To learn more about inventory, click here.
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Answer:
Required rate of return = 12.2%
Explanation:
According to the dividend growth model the price of a stock is
D*(1+G)/R-G
D= dividend
G=growth
R= Required rate of return
In order to find the required rate of return we will put the values given to us in the question into the formula.
D=5
G=2%
Price = $50
50=5*(1+0.02)/R-0.02
50R-1=5.1
50R=5.1+1
50R=6.1
R=6.1/50
R=0.122=12.2%
The beta of the new investment must be 1.098.
We need to use the concept of weighted averages to solve this problem.
We find the ratios of the dollar value of existing to the total new portfolio and additional investments to the total new portfolio and find the weights.
We then find the product of the beta of the existing portfolio and its respective weight calculated in the earlier step, with the given data.
We derive the product of the additional investment and beta by subtracting the answer from the earlier step from the new portfolio's beta (1.15).
Then we work backwards to arrive at the the beta for the additional investment.
