Answer:
What is her after-tax rate of return for the City of Heflin bond?
How much explicit tax does Melinda pay on the City of Heflin bond?
How much implicit tax does she pay on the City of Heflin bond?
How much explicit tax would she have paid on the Surething Inc. bond?
What is her after-tax rate of return on the Surething Inc. bond?
Answer:
Gross pay = 600
Deductions = 99.9
Net Pay = 500.1
Explanation:
Requirement A:
Gross Pay = 40 hours x $15/hour
Gross Pay = $600
Requirement B:
Security Tax ( 600 x 6.2%) = $37.2
Medicare tax ( 600 x 1.45%) = $8.7
Federal Income = $32
Health Insurance = $22
Total deductions = $99.9
Requirement C :
Net Pay = Gross pay - all deductions
Net Pay = $600 - 99.9
Net Pay = 500.1
Approximately how many hours per year will the solar panels need to operate to enable this project to break even?
Answer:
It will take 6,534.31 hours per year for the solar panels to operate to enable this project to break even
Explanation:
Discount rate = 30% = 0.3
Looking at one hour of operation in each year = 200 kW x $0.30 Kw/hr
= $60 value of electricity per year
Compound interest factor for a discount rate of 30% = 3.3158
(taken from compound interest factor table or computed using formula ∑1/(1+r)^t , where r = 30%, and t = 1 to 30)
Present value of operating the solar panels for 1 hour per year = 60 × 3.3158 = $ 198.95
For break even it would need to run = 1.3 million ÷ 198.95
= 6,534.31 hours per year
The solar panels need to operate for approximately 236,364 hours per year to enable this project to break even.
To determine the number of hours per year the solar panels need to operate to break even, we can calculate the present value of operating the solar panels for 1 hour per year over the 20-year lifespan of the panels.
The annual operating cost is $0.30 per kWh, and the capacity of the solar panels is 200 kW. So, for each hour of operation, the cost is:
Cost per hour = 200 kW * $0.30/kWh = $60
Now, we'll calculate the present value of this cost over 20 years at a 30% discount rate:
PV Cost = $60 / ≈ $5.50
The university spent $1.3 million upfront to install the panels. To break even, the present value of operating the panels should cover this cost:
$1,300,000 = $5.50 * X
Where X is the number of hours per year the panels need to operate. Solving for X:
X ≈ $1,300,000 / $5.50 ≈ 236,364 hours per year.
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Direct Materials 10 pounds $ 1.90 per pound $ 19.00
Direct Labor 0.30 hour $ 6.80 per hour 2.04
$ 21.04
During November, TaskMaster purchased 200,000 pounds of direct materials at a total cost of $440,000. The total factory wages for November were $48,000, 80% of which were for direct labor. TaskMaster manufactured 19,000 units of product during November using 175,000 pounds of direct materials and 6,000 direct labor hours.
What is the direct labor price (rate) variance for November?
Answer:
$2,400 Favourable
Explanation:
direct labor price (rate) variance =(Aq×Ap)-(Aq×Sp)
=(6,000×$6.40) - (6,000×$ 6.80)
= $2,400 Favourable
Ap = (48,000×80%)/6,000
= $6.40
Answer:
$2,400 Favourable
Explanation:
direct labor price (rate) variance =(Aq×Ap)-(Aq×Sp)
=(6,000×$6.40) - (6,000×$ 6.80)
= $2,400 Favourable
Ap = (48,000×80%)/6,000
= $6.40
Explanation:
One of the most important things to establish in business from your first day is:
This refers to the quality that your business partners are able to trust you and you are accountable and you as a business person has good ethics and can be relied on.
With this in mind, we can see that the first thing to establish in business is credibility.
Therefore, the correct answer is option B
Read more about credibility here:
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Direct Labor Hours: 600,000 550,000
Manufacturing Overhead Estimated $720,000 $680,000
Answer:
Underapplied overhead= $20,000
Explanation:
Giving the following information:
Estimated Actual
Direct Labor Hours: 600,000 550,000
Manufacturing Overhead Estimated $720,000 $680,000
I assume that we need to calculate the over/under applied overhead.
First, we need to determine the predetermined overhead rate:
Predetermined manufacturing overhead rate= total estimated overhead costs for the period/ total amount of allocation base
Predetermined manufacturing overhead rate= 720,000/600,000
Predetermined manufacturing overhead rate= $1.2 per direct labor hour
Now, we apply overhead based on actual hours:
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Allocated MOH= 1.2*550,000
Allocated MOH= $660,000
Finally, the under/over applied overhead:
Under/over applied overhead= real overhead - allocated overhead
Under/over applied overhead= 680,000 - 660,000
Underapplied overhead= $20,000
Answer:
The correct answer is letter "B": Economies of agglomeration; corresponding diseconomies.
Explanation:
Economies of agglomeration refer to a type of economy in which companies are located one close to another to take advantage of their core competencies. This economic structure typically helps businesses to reduce relocation and delivery costs increasing their profits but in some other cases, the costs could increase if some of the firms lost their economies of scale.
Thus, metropolises in the U.S. must find ways to boost the benefit of economies of agglomeration minimizing the negative effects of the diseconomies of scale in which some firms might fall.