Answer:
A. $ 3,750,000
Explanation:
Given that
At lower price
A copy is $3
Copies sold = 1.25 million
Recall that
Total revenue = Price of good × quantity of goods sold.
That is, the total amount of money a seller obtains by selling goods or/and services to a buyer(s)
Thus
Total revenue at low cost
= 3 × 1.25 million
= 3.75 million
= $3,750,000
Answer:
.b. The new project should be rejected because, if it is accepted, the firm's ROE will decline from 30% because the new ROE will be a weighted average of the old 30% and the 20% returns on the new investment
Explanation:
ROE means return on equity
ROE = Net income / shareholders equity
A project should be undertaken if the ROE of the project is greater than the cost of equity
Answer:
B. $12,000 is a sunk cost
Explanation:
By considering the given information, the cost that is correct is a sunk cost for $12,000
The sunk cost is the cost already incurred and will not be retrieved in the future. Plus, it's also termed a past cost.
It is a useless cost and it can be avoided also.
It is that cost that is not considered at the time of decisions making.
So, option B is correct
Answer:
amount of commission (load) Jan must pay is $1755
Explanation:
given data
investment = $39,000
charges commission (load) = 4.5 percent
to find out
Calculate the amount of commission (load) Jan must pay
solution
we get amount of commission will be here as
amount of commission = investment × charges commission % ......................1
put here value we will get
amount of commission = $39000 × 4.5%
amount of commission = $39000 × 0.045
amount of commission = $1755
so amount of commission (load) Jan must pay is $1755
Answer:
Explanation:
Given
Probability of a person to not enter into a bar or ducking is 
Probability of a person to enter into a bar
(Probability of a person to not enter into a bar or ducking)
Substituting the given value, we get
Probability of a person to enter into a bar
Total three men attempts to enter into the bar and their course of action is independent of each others
Thus, probability of observing the first two walking into the bar and the third ducking will be equal to the product of individual probabilities
