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bearhunter [10]
3 years ago
7

Under what conditions does a​ Cobb-Douglas production​ function,

Business
1 answer:
Juli2301 [7.4K]3 years ago
6 0

Answer:

Exhibits increasing returns to scale.

Explanation:

Given that,

Cobb-Douglas production​ function:

q=10(L)^{0.71}(K)^{0.84}

If both inputs are doubled, then

q=10(2L)^{0.71}(2K)^{0.84}

q=10(2)^{(0.71+0.84)}(L)^{0.71}(K)^{0.84}

q=10(2)^{1.55}(L)^{0.71}(K)^{0.84}

Therefore, this Cobb-Douglas production​ function exhibits the increasing returns to scale because the power of 2 is greater than 1. Under the condition of increasing returns to scale, an increase in the output of the firm is greater than the increase in the input of the firm.

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Which international organization stipulates procedures for the settlement of international trade disputes? a. World Bank b. Inte
mezya [45]

Answer:

d. World Trade Organization

Explanation:

The World Trade Organization (WTO) is the only global international organization dealing with trade rules between countries. The WTO Agreement is at the heart of most of the world's trade nations, negotiated and signed, and ratified by their Parliaments. The goal is to make the business flow as smoothly, freely and independently as possible

6 0
3 years ago
It is very easy to find papers on the internet/web and use them as my own.
Julli [10]
That is true,however; they are not your own and you are doing yourself a disservice. Grades aren't everything.
8 0
3 years ago
Crazy Mountain Outfitters Co., an outfitter store for fishing treks, prepared the following unadjusted trial balance at the end
Olin [163]

Answer:

Crazy Mountain Outfitters Co.

a. Income Statement before Adjusting Entries:

Fees Earned                                   484,400

Wages Expense            112,380

Rent Expense                85,740

Utilities Expense            61,520

Miscellaneous Expense 9,690     269,330

Net Income                                     215,070

b. Income Statement after adjustments:

Fees Earned                                  510,000

Wages Expense            113,930

Rent Expense                85,740

Utilities Expense            61,520

Supplies Expense          12,220

Depreciation expense    12,110

Miscellaneous Expense 9,690     295,210

Net Income                                    214,790

c. The effect of the adjusting entries on Retained Earnings:

Retained earnings per unadjusted trial balance    $225,000

Net income after adjusting entries                             214,790

Ending Retained earnings after adjusting entries  $439,790

Ending Retained earnings before adjusting entries 440,070 (225,000 + 215,070)

Difference in the Retained earnings = $280

Explanation:

a) Data and Calculations:

Crazy Mountain Outfitters Co.

Unadjusted Trial Balance April 30, 20Y5

                                             Debit       Credit

Cash                                    12,110

Accounts Receivable        80,410

Supplies                            19,380

Equipment                     407,380

Accounts Payable                               18,890

Unearned Fees                                   21,310

Common Stock                                 55,000

Retained Earnings                          225,000

Dividends                        15,990

Fees Earned                                   484,400

Wages Expense            112,380

Rent Expense                85,740

Utilities Expense            61,520

Miscellaneous Expense 9,690

Totals                          804,600    804,600

b) Analysis:

1. Supplies Expense $12,220 Supplies $12,220 ($19,380 - $7,160)

2. Accounts receivable $8,770 Fees earned $8,770

3. Depreciation expense $12,110 Accumulated Depreciation $12,110

4. Wages Expense $1,550 Wages Payable $1,550

5. Unearned Fees $16,830 Fees earned $16,830

After Adjusting Entries:

Fees Earned = 510,000 (484,400 + 8,770 + 16,830)  

Wages Expense = 113,930 (112,380 + 1,550)

Rent Expense                85,740

Utilities Expense            61,520

Supplies Expense          12,220 (0 + 12,220)

Depreciation expense    12,110 (0 + 12,110)

Miscellaneous Expense 9,690     295,210

7 0
3 years ago
A manufacturer of hospital supplies has a uniform annual demand for 320,000 boxes of bandages. It costs ​$10 to store one box of
strojnjashka [21]

Answer:

Number of times for production  = 10 times

Explanation:

<em>Economic batch quantity (EBQ) i</em><em>s also known as economic production run, It is the optimum production run that a manufacturer should operate to minize set up cost and carrying cost. </em>

Carrying cost is the cost of keeping inventory while set up cost is cost of getting machines ready for production

The number of times the company should produce =

Annual demand / the economic production run(EBQ)

It is calculated as follows:

Economic batch quantity =√2× Co× D / Ch

Where ,

D - annual demand -320,000,

Ch -holding cost per unit per annum - $10

Co- set up cost - $160 ,

= √ (2 × 160× 320000/10)

= 3200

Number of times for production

= 320,000/3,200

= 10 times

3 0
3 years ago
If a 10 pound bag of dog food sells for $6. 99, what is the per unit cost of the dog food?
Temka [501]

If a 10-pound bag of dog food sells for $6. 99, then $-3.01  is the per unit cost of the dog food.

The unit method is a method of solving a problem by first finding the value of a single unit, then multiplying the value of that single unit to find the necessary value.

For example, to solve this problem: How far does he walk in his 7 hours?", first calculate how far the person walks in his 1 hour. We can assume that he will run half the distance in half the time. Therefore, dividing by 2, the man said that in one hour he would walk 3.5 miles. Multiply by 7 by 7 hours and the man will walk 7 x 3.5 = 24.5 miles. That is, take the distance traveled by the man as X and divide by the given distance (7 (x/7)). equals the time it takes to travel X distance (7 hours) divided by the time it takes to travel 7 miles (2 hours) (7/2) so x/7=7/2 so X = 24.5 miles.

Learn more about Unitary Method here: brainly.com/question/19423643

#SPJ4

7 0
2 years ago
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