The answer choice which is not a cleverly crafted and well-executed strategy is that:
- produces a mediocre financial performance
<h3>What is a Well Executed Strategy?</h3>
This refers to the careful planning which is done where analysis is done and there is the maximization of potential for profit and expansion.
With this in mind, we can see that from the complete text, we are asked to show the answer choice which is NOT a clever and well executed strategy and it is that it produces a mediocre financial performance.
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Answer:
$1,000
Explanation:
For the computation of overhead over/under applied last year first we need to find out the applied overhead which is shown below:-
Applied overhead = Actual direct labor × Per direct labor
= 24,000 × $2
= $48,000
Over applied overhead = Applied overhead - Actual overhead
= $48,000 - $47,000
= $1,000
Therefore for computing the overhead over/under applied last year we simply applied the above formula.
A corporation needs sustainable income in order to cover all of its expenses in the long run.
What is Sustainable income?
Sustainable income represents the after-tax gain or loss on the impact of operations on a discontinued segment of business for a period.
Therefore, in the case of a discontinued operation, there is no sustainable income arising in the future as the segment of business is already discontinued and income, if any, is going to come only for the period of the discontinued operation. Income or expense from discontinued operations is a line of item in the income statement of a company below income from continuing operations and before the net income.
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Answer:
$1,306,986
Explanation:
Calculation to determine What is the levered value of the equity
First step is to calculate the VL
VL = {[$338,000 × (1 - .34)] / .142} + (.34 × $400,000)
VL= $1,706,986
Now let calculate the levered value of the equity (VE)
VE = $1,706,986 - $400,000
VE = $1,306,986
Therefore the levered value of the equity is $1,306,986
Answer:
PLAN A
Year Cashflow [email protected] PV
$'m $
0 (12.4) 1 (12.4)
1 14.88 0.8905 13.25
NPV 0.85
PLAN B
Year Cashflow [email protected] PV
$'m $'m
0 (12.4) 1 (12.4)
1-20 2.2034 7.3309 16.15
NPV 3.75
Project B should be accepted
Explanation:
In this case, we need to discount the cash inflow of plan A at 12.3% for 1 year and then deduct the initial outlay from the present value of cash inflow. The discount factor could be derived from the present value table.
For plan B, we will discount the cash inflow at 12.3% for 20 years. In this case, we will use the annuity factor for 20 years. Thereafter, we will multiply the cashflow by the annuity factor for 20 years to obtain the present value. The initial outlay will be deducted from the present value so as to obtain the net present value(NPV).
The annuity factor can be obtained from the present value of annuity table.
The project with the higher NPV will be accepted.
