What is the marginal utility when total utility increases from 34 to 42 after consumption of 1 unit?
A) 2
B) 4
C) 6
D) 8
Calculate total utility based on the following information;
Unit 1 Marginal Utility = 9
Unit 1 Marginal Utility = 8
Unit 1 Marginal Utility = 4
Unit 1 Marginal Utility = 1
A) 22
B) 23
C) 24
D) 25
Calculate accounting profit using the following data:
Explicit costs = $40,000
Implicit costs = $20,000
Revenue = $100,000
A) 40,000
B) 60,000
C) 80,000
D) 100,000
Calculate economic profit using the following data:
Explicit costs = $40,000
Implicit costs = $20,000
Revenue = $100,000
A) 40,000
B) 60,000
C) 80,000
D) 100,000
What is average profit if total profit is $50,000 and there are 25,000 units produced?
A) 4
B) 3
C) 2
D) 1
What is marginal revenue if total revenue increases from $15,500 to $16,000 after a unit is sold?
A) 500
B) 1000
C) 1500
D) 2000
Please answer them all!
Thank you!!
In: Economics
Consider the following hourly demand and cost schedule for a firm facing a fixed price (Tπ is Total Profit).
|
Q |
P |
Tr |
Mr |
TFC |
TVC |
TC |
MC |
ATC |
AVC |
T(π) |
|
0 |
$5.00 |
$4.00 |
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1 |
4 |
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2 |
2 |
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3 |
1 |
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4 |
2 |
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5 |
3 |
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6 |
4 |
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7 |
5 |
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8 |
6 |
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9 |
7 |
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10 |
8 |
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Complete the columns for TR, MR, TFC, TVC, TC, ATC, AVC, and MC, as well as those for (TC), TVC, & TFC. Draw the curves for Demand (Price Vs. Quantity), MR (Marginal Revenue), ATC, AVC, and MC, all in one diagram. Also draw the Total Revenue (TR), Total Cost (TC), TVC, and TFC in a second diagram right below the first one.
I've given all the information that I have.
In: Economics
Consider this income statement: Green Valley Nursing Home, Inc. Statement of Income Year Ended December 31,2011
Revenue:
Net patient service revenue $3,163,258
Other revenue 106,146
Total revenues $3,269,404
Expenses:
Salaries and benefits $1,515,438
Medical supplies and drugs 966,781
Insurance and other 296,357
Provision for bad debts 110,000
Depreciation 85,000
Interest 206,780
Total expenses $3,180,356
Operating income $89,048
Provision for income taxes 31,167
Net income $57,881
1. WHAT IS THE PRIMARY DIFFERENCE
2. WHAT TYPE OF ENTITY IS GREEN VALLEY?
3. WHAT IS GREEN VALLEY'S TOTAL PROFIT MARGIN
4. HOW DOES IT COMPARE TO COMPETITORS
5. WHAT IS GREEN VALLEY'S BEFORE TAX PROFIT MARGIN
** PLEASE SEE COMPETITOR INCOME STATEMENT BELOW*********
Bestcare HMO statement of operations Year ended june 30,2011 ( in thousands)
Revenue
premiums earned 26,682
coinsurance 1,689
interest and other income 242
total revenues 28,613
Expenses
salaries and benefits 15,154
medical supplies and drugs 7,507
insurance 3,963
provision for bad debts 19
depreciation 367
interest 385
total expenses 27,395
net income 1,218
In: Accounting
Catena's Marketing Company has the following adjusted trial balance at the end of the current year. Cash dividends of $650 were declared at the end of the year, and 680 additional shares of common stock ($0.10 par value per share) were issued at the end of the year for $2,720 in cash (for a total at the end of the year of 810 shares). These effects are included below:
| Catena’s Marketing Company | ||||||||
| Adjusted Trial Balance | ||||||||
| End of the Current Year | ||||||||
| Debit | Credit | |||||||
| Cash | $ | 1,590 | ||||||
| Accounts receivable | 2,360 | |||||||
| Interest receivable | 300 | |||||||
| Prepaid insurance | 1,600 | |||||||
| Long-term notes receivable | 2,930 | |||||||
| Equipment | 15,800 | |||||||
| Accumulated depreciation | $ | 2,960 | ||||||
| Accounts payable | 2,290 | |||||||
| Dividends payable | 650 | |||||||
| Accrued expenses payable | 3,910 | |||||||
| Income taxes payable | 2,680 | |||||||
| Unearned rent revenue | 470 | |||||||
| Common Stock (810 shares) | 81 | |||||||
| Additional paid-in capital | 3,519 | |||||||
| Retained earnings | 3,090 | |||||||
| Sales revenue | 37,350 | |||||||
| Interest revenue | 130 | |||||||
| Rent revenue | 670 | |||||||
| Wages expense | 18,400 | |||||||
| Depreciation expense | 1,740 | |||||||
| Utilities expense | 390 | |||||||
| Insurance expense | 730 | |||||||
| Rent expense | 9,230 | |||||||
| Income tax expense | 2,730 | |||||||
| Total | $ | 57,800 | $ | 57,800 | ||||
Prepare a classified balance sheet for the end of the current year.
In: Accounting
Suppose that low-skilled workers employed in clearing woodland can each clear one acre per month if each is equipped with a shovel, a machete, and a chainsaw. Clearing one acre brings in $1,200 in revenue. Each worker's equipment costs the worker's employer $215 per month to rent and each worker toils 40 hours per week for 4 weeks each month.
A. What is the marginal revenue product of hiring one low-skilled worker to clear woodland for one month?
B. How much revenue per hour does each worker bring in?
C. If the minimum wage were $7.40, would the revenue per hour in part b exceed the minimum wage? If so, by how much per hour?
D. Consider the employer's total costs. These include the equipment costs as well as a normal profit of $50 per acre. If the firm pays workers the minimum wage of $7.40 per hour, what will the firm's economic profit or loss be per acre?
E. At what value would the minimum wage have to be set so that the firm would make zero economic profit from employing an additional low-skilled worker to clear woodland?
In: Economics
Source:
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2016 |
2017 |
2018 |
2019 |
2020 |
2021 |
2022 |
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Investment: |
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Capital Outlay |
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Net Working Capital (10% Sales) |
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Total Investment |
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Investment Recovery : |
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Equipment Salvage |
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Net Working Capital (full recovery) |
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Earnings before Interest and Taxes (EBIT): |
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Sales Revenue |
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Cost of Goods Sold (75% Sales) |
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SG&A (5% Sales) |
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Operating Savings |
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Depreciation ($18,000/6) |
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Total Costs & Expenses |
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EBIT |
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- Taxes (40%) |
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NOPAT |
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+ Depreciation |
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- Investment |
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= Free Cash Flow |
In: Finance
Consider the following linear programming problem
| Maximize | $4X1 + $5X2 | |
| Subject To | 2X1 + 5X2 ≤ 40 hr |
Constraint A |
| 3X1 + 3X2 ≤ 30 hr |
Constraint B |
|
|
X1, X2 ≥ 0 |
Constraint C |
if A and B are the two binding constraints.
(Round to ONLY two digits after decimal points)
a) What is the range of optimality of the objective function?
Answer ≤ C1/C2 ≤ Answer
b) Suppose that the unit revenues for X1 and X2 are changed to $100 and $18, respectively. Will the current optimum remain the same?
AnswerYesNO that because the new C1/C2 is Answer which is Answerwithinnot within the range of optimality
c) Suppose that the unit revenue of X1 is fixed $4. What is the associated range for the unit revenue for X2 that will keep the optimum unchanged?
Answer ≤ C2 ≤ Answer
d) The Shadow Price for Constraint A is Answer.
e) The Shadow Price for Constraint B is Answer
f) If only the capacity of Constraint A is increased from the present 40 hours to 45 hours, The increase in revenue will be = $Answer
g) A suggestion is made to increase the capacities of Constraint A and B by an hour at the additional cost of $1/hr. Is this advisable?
This is advisable for AnswerConstraint AConstraint BBoth Constraints and the total additional net revenue per hour would be $Answer
In: Operations Management
Journalizi.ng adjusting entries and posting to T-accounts The accounting records of Galvin Architects i.nclude the following selecced, unadjusted bala.nces at 1farch 31: Accoums Receivable, $1, I 00; Office Supplies, $1,000; Prepaid Rem, $1,000; Equipmem, $9,000; Accumulated Depreciation-Equipmem, $0; Salaries Payable, $0; Unearned Revenue, $700; Service Revenue, $4,l 00; Salaries Expense, $1,400; Supplies Expense. $0; Rent Expense, $0; Depreciation ExpenseEquipment, $0. The data developed for the March 31 adjusting e.ntries are as follows: a. Service revenue accrued, $600. b. Unearned revenue chac has been earned, $100. c. Office Supplies on hand, $500. d. Salaries owed to employees, $300. e. One monch of prepaid rent has expired, $500. f. Depreciacio.n on equipment, $135. Requirements l. Open a T-accounc for each account using the unadjusced balances given. 2. Journalize the adjusting e.ntries using the lercer and t.farch 31 dace i.n che date colum.n. 3. Pose the adjustments to the T-accounts, e.ntering each adjusrmeot by leccer. Show each account's adjusted balance
In: Accounting
In: Finance
Write a program that does the following in C++
1 ) Write the following store data to a file (should be in main)
DC Tourism
Expenses 100.20
Revenue 200.50
Maryland Tourism
Expenses 150.33
Revenue 210.33
Virginia Tourism
Expenses 140.00
Revenue 230.00
2 ) Print the following heading: (should be in heading function)
Store name | Profit
[Note: use setw to make sure all your columns line up properly]
3 ) Read the store data for one store (should be in main)
4 ) Calculate the profit for the store (should be in getProfit function)
5 ) Print the store information in the following format (should be in printMessage function)
<Store name> | <Profit>
[Note: use setw to make sure all your columns line up properly]
6 ) Repeat steps 3-5 in an end of file loop [should be in main]
Your answer should look like this:
Store name Profit
DC Tourism 100.30
Maryland Tourism 60.00
Virginia Tourism 90.00
Functions you need
Function name | Parameters | Return Type
heading | N/A | void
getProfit | expenses,revenue | float
PrintMessage | storeName1, profit | void
In: Computer Science