Alexa owns a condo near Cocoa Beach in Flordia. This year, she incurs the following expenses in connection with her condo:
Insurance $3,500
Mortage interest $10,800
Property Taxes $3,700
Repairs and maintance $1,150
Ulitites $2,900
Depreciation $22,000
During the year, Alexa rented out the condo for 132 days. Alexa's AGI from all sources other than the rental properrty is $200,000. Unless otherwise specifies, Alexa has no sources of passive income.
Assume that in addition to renting the condo for 132 days, Alexa uses the condo for 8 days of personal use. Also assume that Alexa receives $44,500 of gross rental receipts and her itemized deductions exceed the standard deduction before considering expenses associated with the condo. Answer the following questions:
A) What is the total amount of for AGi deductions relating to the condo that Alexa may deduct in the current year? Assume shes uses the IRS method of allocating expenses between rental and personal days.
Gross rental income
Expenses:
Insurace
Mortage Interest
Property Taxes
Repairs and Maintenance
Utilities
Depreciation
Total Expenses
Balance-net rental income
Total for AGI deductions
B) What is the total amount of for AGI deductions relating to the condo that Alexa may deduct in the current year? Assume she uses the IRS method of allocating expenses between rental and personal days.
In: Accounting
Near Earth Objects (NEOs) is anything in space that comes too close to Earth (within 1.3 AU) and is sufficiently large. Describe two challenges astronomers face in finding NEOs.
Additionally, scientist distinguish between potentially hazardous objects (140m or larger) and hazardous objects (larger than 1km). What would happen to Earth if an object greater than 1km collided with the planet?
What would happen to Earth if a potentially hazardous object collided with the planet?
In: Physics
Q3. A multistorey building is constructed in Al Seeb near old Muscat international airport. All the structural work like (foundations, beams, columns, slabs and walls) of the building was completed. Now they want to start the exterior work like (plastering and painting of the whole building) to complete the building.
a. Write any four type of scaffolding suitable for the above construction.
b. Explain briefly the four types of scaffolding mentioned in the above question with neat sketch and label its parts.
c. How to set the complete procedure of the scaffolding for the multistoried building?
d. Write any three points about the advantages of steel scaffolding over the timber scaffolding
In: Civil Engineering
Alexa owns a condominium near Cocoa Beach in Florida. This year,
she incurs the following expenses in connection with her
condo:
| Insurance | $ | 3,350 |
| Mortgage interest | 6,650 | |
| Property taxes | 2,800 | |
| Repairs & maintenance | 860 | |
| Utilities | 2,600 | |
| Depreciation | 23,800 | |
During the year, Alexa rented out the condo for 134 days. Alexa’s
AGI from all sources other than the rental property is $200,000.
Unless otherwise specified, Alexa has no sources of passive income.
Assume there are 365 days in the year.
Assume that in addition to renting the condo for 134 days, Alexa uses the condo for 8 days of personal use. Also assume that Alexa receives $49,750 of gross rental receipts. Answer the following questions: (Do not round intermediate calculations. Round your final answers to the nearest whole dollar amount.)
a. What is the total amount of for AGI deductions relating to the condo that Alexa may deduct in the current year? Assume she uses the IRS method of allocating expenses between rental and personal days. (Amounts to be deducted should be indicated with a minus sign.)
Alexa owns a condominium near Cocoa Beach in Florida. This year,
she incurs the following expenses in connection with her
condo:
| Insurance | $ | 3,350 |
| Mortgage interest | 6,650 | |
| Property taxes | 2,800 | |
| Repairs & maintenance | 860 | |
| Utilities | 2,600 | |
| Depreciation | 23,800 | |
During the year, Alexa rented out the condo for 134 days. Alexa’s
AGI from all sources other than the rental property is $200,000.
Unless otherwise specified, Alexa has no sources of passive income.
Assume there are 365 days in the year.
Assume that in addition to renting the condo for 134 days, Alexa uses the condo for 8 days of personal use. Also assume that Alexa receives $49,750 of gross rental receipts. Answer the following questions: (Do not round intermediate calculations. Round your final answers to the nearest whole dollar amount.)
a. What is the total amount of for AGI deductions relating to the condo that Alexa may deduct in the current year? Assume she uses the IRS method of allocating expenses between rental and personal days. (Amounts to be deducted should be indicated with a minus sign.)
In: Accounting
Groups of dolphins were systematically observed off the coast of Iceland near Keflavik in 1998. Each observation included the main activity of a dolphin group (Activity) and the time of day the group was observed (Time). The groups varied in size, with feeding or socialising groups usually including more dolphins than travelling groups, but no information about group size was included with the data. The observations are summarised in the following table: No. of groups, summarised by activity and time. Time Morning Noon or Afternoon Evening Activity Travelling 6 20 13 Feeding 28 4 56 Socialising 38 14 10
(a) In looking for an association between Activity and Time, which variable would be the predictor and which the response? Justify your answer.
(Is this correct),My answer is-
(Activity) and the response variable the time of day the group was
observed (Time). The Activity of the dolphins decides what time of day
it is.
(b) How strong is the evidence that dolphin activity typically varies during the day? Test at a 1% significance level.If you conclude that there is a relationship, describe it.
Does this look like I am on the right path?
(My answer)
H1: There is some association.
Significance Level: α= 0.01
The test requires for the sample to be randomly selected and all the
expected observations to be ≥5.
(My question)-It says the dolphins are systematically observed(does that mean it is not a random sample?)
In: Math
Thirty small communities in Connecticut (population near 10,000 each) gave an average of x = 138.5 reported cases of larceny per year. Assume that σ is known to be 44.5 cases per year. (a) Find a 90% confidence interval for the population mean annual number of reported larceny cases in such communities. What is the margin of error? (Round your answers to one decimal place.)
| lower limit | |
| upper limit | |
| margin of error |
(b) Find a 95% confidence interval for the population mean annual
number of reported larceny cases in such communities. What is the
margin of error? (Round your answers to one decimal place.)
| lower limit | |
| upper limit | |
| margin of error |
(c) Find a 99% confidence interval for the population mean annual
number of reported larceny cases in such communities. What is the
margin of error? (Round your answers to one decimal place.)
| lower limit | |
| upper limit | |
| margin of error |
(d) Compare the margins of error for parts (a) through (c). As the
confidence levels increase, do the margins of error increase?
As the confidence level increases, the margin of error decreases. As the confidence level increases, the margin of error increases. As the confidence level increases, the margin of error remains the same.
(e) Compare the lengths of the confidence intervals for parts (a)
through (c). As the confidence levels increase, do the confidence
intervals increase in length?
As the confidence level increases, the confidence interval remains the same length. As the confidence level increases, the confidence interval decreases in length. As the confidence level increases, the confidence interval increases in length.
In: Math
Wal-Mart Predatory Pricing Case At issue was whether Wal-Mart, which had built the nation’s largest retail chain with its everyday-low-price strategy, went beyond the legally recognized retail practice of promotional pricing and intended to destroy its competition. A 1993 lawsuit filed against Wal-Mart by a group of independent pharmacies argued that Wal-Mart used predatory pricing. The Arkansas statutes, which were being tested for the first time since passage in 1937, generally forbade businesses from selling or advertising ‘any article or product … at less than the cost to the vendor … for the purpose of injuring competitors and destroying completion.’ Wal-Mart’s attorneys argued in a pretrial brief that what the law described as a ‘product’ shouldn’t be considered to apply to individual items, but rather to Wal-Mart’s ‘market basket’ or full line of products. If the entire line isn’t priced below cost, they contended it wasn’t a violation of the statute. It is obvious that in order to determine a state violation on ‘predatory pricing,’ the court must determine what principle it would accept as ‘nonpredatory’ in pricing below cost. This is indeed a gray area. The second element to be considered under state laws is whether there was an ‘intent’ to injure competition and whether in fact the result of such malice was to injure the competition. The third element was ‘recoupment.’ Were the prices ultimately raised, once the competition was put out of business?
What is predatory pricing?
Why would it matter if prices were ultimately raised once the competition was out of business?”
In: Economics
1.The basic economic decision rule is to undertake an action only when the marginal benefits of that action are greater than its marginal costs.
a.true b. false
2.Microeconomics is the study of individual choice, and how that choice is influenced by economic forces.
a.true b. false
3.An economic system does all of the following except:
a.provide a mechanism for determining how goods and services are distributed and to whom.
b.provide a mechanism that determines how goods and services are produced.
c.provide a mechanism that determines what is produced
d.satisfy all the wants and desires if every individual in the society.
4.If a student is observed dropping a course from her Fall Quarter schedule, an economist is most likely to conclude that:
a.the course was the last additional course for which the marginal benefit was positive.
b.the marginal benefit of dropping that course must be greater than the marginal cost.
c.the additional cost in tuition and study time must be less than the additional benefit of that particular course..
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d.the student has now maximized total benefits from her quarter's course load. Q.5.The opportunity cost of spending $200 Million on a bridge might include all of the following except: a.the health care benefits that could have been provided to poor individuals with the $200 Million. b.the other types of infrastructure that could have been built with the $200 Million. c.the salaries of the architects who designed the bridge d.
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In: Economics
The council wants to construct the facilities that will maximize expected daily usage by the residents of the community subject to land and cost llimitations. The usage, cost, and land data for each facility are listed below. The community has $240,000 construction budget and 24 arces of land. Because the swimming pool and tennis center must be built on the same part ot the land parcel, however, only one of these two facilities can be constructed. Formulate an optimization mode to assist the council in making its decision. Q1) Define the decision variables for this problem. What type of vaiables must beused in this situation? Q2) Write out the objective function for this problem in terms of the decision variables defined above. Q3?Write out any constraints necessary for this problem in terms of the decision variables defined above. Q4) A very inluential citizens group has made it clear that it strongly prefers the athletic fielld to the gynnasim; thus the council will not approve the gymnasium unless the athletic field is also approved. How can the model be modified to incorporate this condition? Q5) The mayor has deicded that no more than three of the facilities may be constructed wiht funds from this year's budget. How can the model be modified to incorporate this comdition?
| expected usage | |||
| facility | people/day | cost($) | Land requirements (acres) |
| swimming pool | 600 | 70,000 | 8 |
| tennis center | 180 | 20,000 | 4 |
| athletic field | 800 | 50,000 | 14 |
| gymnassium | 300 | 180,000 | 6 |
In: Operations Management
The council wants to construct the facilities that will maximize expected daily usage by the residents of the community subject to land and cost llimitations. The usage, cost, and land data for each facility are listed below. The community has $240,000 construction budget and 24 arces of land. Because the swimming pool and tennis center must be built on the same part ot the land parcel, however, only one of these two facilities can be constructed. Formulate an optimization mode to assist the council in making its decision. Q1) define the decision variables for this problem. What type of variables must be used in this situation? Q2) Write out the objective function for this problem in terms of the decision variables deine above. Q3) Write out any constraints necessary for this problem in terms of the decision variables defined above. Q4)Write out any constraints necessary for this problem in terms of the decision variables defined above. Q5) A very inluential citizens group has made it clear that it strongly prefers the athletic fielld to the gynnasim; thus the council will not approve the gymnasium unless the athletic field is also approved. How can the model be modified to incorporate this condition? Q6) The mayor has deicded that no more than three of the facilities may be constructed wiht funds from this year's budget. How can the model be modified to incorporate this comdition?
|
expected usage |
|||
|
facility |
people/day |
cost($) |
Land requirements (acres) |
|
swimming pool |
600 |
70,000 |
8 |
|
tennis center |
180 |
20,000 |
4 |
|
athletic field |
800 |
50,000 |
14 |
|
gymnassium |
300 |
180,000 |
6 |
In: Operations Management