Answer and Explanation:
The computation of the dividend per share for each class of stock for four years are as follows
Preferred stock
= 25,000 shares × $25 × 3%
= $18,750
The dividend per share is
= $18,750 ÷ 25,000 shares
= $0.75
Now for the first year
= $7,250 ÷ 25,000
= $0.29
And the 0 is for Common stockholders
For the second year
Preferred stock
= $11,750 ÷ $25,000
= $0.47
And the 0 is for Common stockholders
For the third year
Preferred stock
= $0.46 + $0.28 + $0.75
= $1.49
And for the Common stockholders
= $27,900 ÷ 31,000 shares
= $0.9
For the fourth year
Preferred stock = $0.75
And, for the common stockholders
= $94,860 ÷ 31,000 shares
= $3.06
Answer:
Hence, the firm's total variable cost of producing three units of output is $48 unit.
Thus, the correct option is d. $48 unit.
Explanation:
The computation of total variable cost is shown below:
= marginal cost of the First unit of output + marginal cost of the second unit of output + marginal cost of the third unit of output
= $20 + $16 + $12
= $48
The variable cost include all type of cost which is change when the production level changes. In the given question, the output level changes with the unit which reflects the variable cost. So, the cost would be added in the computation part.
Hence, the firm's total variable cost of producing three units of output is $48 unit.
Thus, the correct option is d. $48 unit.
The statement "A lower expected return means a higher risk will have to be accepted. " Is false. This is further explained below.
<h3>What is
the expected return?</h3>
Generally, According to the proverb, "A lower projected return indicates a bigger risk will need to be taken." Is false
In conclusion, The amount of profit or loss that an investor might anticipate obtaining as a result of the investment is referred to as the anticipated return. To get an anticipated return, first, multiply all of the possible outcomes by the percentage chance that each one will occur, and then add up all of those products. It is impossible to provide a guarantee on expected returns.
Read more about the expected return
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