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Pie
3 years ago
11

Consider the following information for a simultaneous move game: If you charge a low price (LP) and your rival charges a LP, you

each earn $5 million in profits. If both charge a high price (HP), each will each earn $10 million in profits. However, if one charge a LP and the other does not, the firm that charges a LP will earn $15 million and the other firm will earn $1 million. ​ What is the Nash equilibrium of the game? a. ​Each firm charges a LP b. ​Each firm charges a HP c. ​You charge a LP and your rival charges a HP d. ​None of the above.
Business
1 answer:
Sati [7]3 years ago
5 0

Answer: B. Each firm Charges a HP

Explanation:

Nash Equilibrium is a point where there is no incentive from deviating for each firm to deviate or change its strategy.

Firms reach Nash Equilibrium Point when they both charge high price (HP). When both firms charge high price (HP) each firm will earn 10 million dollars at this point there is no incentive for either firm to change and charge lower price because they will earn $ 1 million. Each firm will just choose to charge high price regardless of what the other firm is doing.

 

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Atlas Company builds swimming pools. Atlas budgets that they will sell 14 pools during the month of April at a price of $20517 p
DENIUS [597]

Answer:

Master Budget Variance = -$25,986 Unfavorable

Explanation:

Master Budget Variance = Standard or Budgeted Sales Value - Actual Sales Value

Budgeted Sales Value = 14 pools for $20,517 per pool = $287,238

Actual Sales Value = 12 pools for $21,771 per pool = $261,252

Master Budget Variance = $287,238 - $261,252 = $25,986

Since actual sales value is less than budgeted sales, the variance is unfavorable.

Master Budget Variance = -$25,986 Unfavorable

7 0
4 years ago
What role does competition play in business and global trade?
Darya [45]

Answer:

Its always a competition

Explanation:

People use to complete on how the world gets and receives items same in business, companies compeate all the time trying to get the most money, visitors, and promotions.

5 0
3 years ago
Consider two bonds, A and B. Both bonds presently are selling at their par value of $1,000. Each pays interest of $120 annually.
MatroZZZ [7]

Answer:

D. Both bonds will decrease in value but bond B will decrease more than bond A.

Explanation:

A given bond is worth the same amount when it matures, so an increase in interest rates means that it must have a lower current value to grow to the same end value.

Comparably, bond B will grow more than bond A throughout its term, so the initial value decreases by more than bond A to compensate.

5 0
3 years ago
On July 10, 2020, Pronghorn Music sold CDs to retailers on account and recorded sales revenue of $635,000 (cost $508,000). Prong
mixas84 [53]

Answer:

(a)

Dr Accounts Receivable $635,000

Cr 7/10/2020 Sales Revenue $635,000

Dr Cost of Goods Sold $508,000

Cr Inventory $508,000

(b)

Dr Sales Returns & Allowances $82,700

Cr 10/11/2020.Accounts Receivable $82,700

Dr Returned Inventory $66,160

Cr Cost of Goods Sold $66,160

10/31/2020 No entries are needed as the return period has expired.

Explanation:

(a)

Dr Accounts Receivable $635,000

Cr 7/10/2020 Sales Revenue $635,000

Dr Cost of Goods Sold $508,000

Cr Inventory $508,000

(b)

Dr Sales Returns & Allowances $82,700

Cr 10/11/2020.Accounts Receivable $82,700

Dr Returned Inventory $66,160

Cr Cost of Goods Sold $66,160

($508,000 / $635,000) x $82,700= $66,160

10/31/2020 No entries are needed as the return period has expired.

8 0
3 years ago
A health club currently charges its 1700 clients monthly membership dues of $ 45. The board of directors decides to increase the
Sedaia [141]

Answer:

$135

Explanation:

Given:

Total clients = 1700

Membership dues = $45

Increase in monthly dues = $1

Loss of clients per dollar increase = 7 clients

Thus,

let x be the number of dollar increases

therefore,

clients lost will be 7x

so the revenue function will be

f(x) =  charges × Number of clients

or

f(x) = ( 45 + x ) × ( 1700 - 7x )

or

f(x) = 90000 - 315x + 1700x - 7x²

or

f(x) = 90000 + 1385x - 7x²

now,

for point of maxima or minima

differentiating with respect to x, we get

f'(x) = 0 + 1385 - 14x = 0

or

14x = 1385

or

x = 98.92 ≈ 98

thus,

to optimize the revenue from monthly dues the club should charge

( $45 + $90 ) = $135

5 0
3 years ago
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