Complete Question:
1. Select the correct statement regarding relevant costs and revenues.
A. Sunk costs are not relevant for decision-making purposes.
B. Relevant costs are frequently called unavoidable costs.
C. Direct labor is an example of a unit-level cost.
D. Only variable costs are relevant for decision making.
Answer:
1. A
2. D
3. B
Explanation:
1. The correct statement regarding relevant costs and revenues is that sunk costs are not relevant for decision-making purposes. Sunk costs are the opposite of relevant costs because they can't be changed or recovered, as they've been spent or contracted in the past already. Hence, relevant cost are relevant for decision-making purposes but not sunk costs.
2. Expected future revenues that differ among the alternatives under consideration are often referred to as differential revenues. It is the difference in revenues among two (2) alternatives, which would influence decision making.
3. The benefits sacrificed when one alternative is chosen over another are referred to as opportunity costs. It is also referred to as alternative forgone.
<em>For example, Tony gives up going to see a new movie at the cinema in order to prepare for an examination, so as to get a good grade</em>.
Answer:
$12.50
Explanation:
Data provided in the question
Annual dividend next year = $0.75
Growth rate = 4%
Required rate of return = 10%
So by considering the above information, the price of the share is
= Next year dividend ÷ (Required rate of return - growth rate)
= $0.75 ÷ (10% - 4%)
= ($0.75) ÷ (6%)
= $12.50
Hence we considered all the information which is given in the question
Answer:
The correct answer is A: %70,154
Explanation:
Giving the following information:
True: Finding the present value of cash flows in future years tells you how much you would need to invest today so that it would grow to equal the given future amount.
What is the value today of a $158,000 cash flow expected to be received 12 years from now based on an annual interest rate of 7%?
We need to use the following formula:
PV= FV/(1+i)^n
FV= final value
i= interest rate
n= number of years
PV= 158000/(1.07^12)= $70,154
Answer:
Explanation:
Apply first discount to original price
apply next discount to discounted price
etc
