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Agata [3.3K]
4 years ago
9

Why would having information be a requirement for a purely competitive market?

Business
1 answer:
dusya [7]4 years ago
6 0

Answer:

To no the prices of goods and service and to buy stuff at low prices.

Explanation:

A purely competitive market is a situation where multiplier sellers have homogeneous products. The availability of the information is very important in a purely competitive market in order to decide how many sellers are selling the same product and from where an individual can buy products at low prices. Availability of information means, no seller can earn abnormal profits.

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​Inflation, nominal interest​ rates, and real rates. From 1991 to​ 2000, the U.S. economy had an annual inflation rate of around
Sav [38]

Answer:

the question is incomplete:

nominal interest rate = 5.07%

real interest rate = ?

inflation rate = 3.45%

approximate real interest rate = 5.07% - 3.45% = 1.62%

real interest rate = [(1 + 5.07%) / (1 + 3.45%)] - 1

real interest rate = (1.0507/1.0345) - 1 = 1.57%

3 0
3 years ago
A? company's production department was experiencing a high defect rate on the assembly? line, which was slowing down production
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The situation above would produce an unfavorable materials price variance. A material price variance is a measure of the difference between the standard costs and actual costs. This value is unfavorable when the actual price is greater than the standard price which would result to a negative value of the variance.
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4 years ago
Family wealth means debt subtracted from salable assets. given the prevalence of debt for those in poverty, what are the possibl
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<span>The scenario implies that no family wealth will be passed onto children after their parent's death because the parent's debt will cancel out any assets that were accumulated during their life.</span>
5 0
3 years ago
Ratio proficiency McDougal​ Printing, Inc., had sales totaling $ 41 comma 000 comma 000 in fiscal year 2019. Some ratios for the
Elis [28]

Answer:

a) Gross Profit is $31,160,000      

b) Cost of goods sold is $9,840,000      

c) Operating profits is $15,990,000    

d) Operating Expenses is $15,170,000    

e) Earnings available to common stockholders is $2,870,000    

f) Total assets is $21,581,947.37      

g)Total common stock equity is $11,958,333.33  

h) Accounts Receivable is $7,222,739.73

Explanation:

McDougal​ Printing, Inc.

Year Ended December​ 31, 2019

Sales = $ 41,000,000

Gross profit margin = 76​%

Operating profit margin = 39​%

Net profit margin = 7​%

Return on total assets = 13.3​%

Return on common equity = 24​%

Total asset turnover = 1.9

Average collection period = 64.3 days

Calculation of the dollar values of various income statement and balance sheet accounts    

a) Gross Profit = Sales × Gross Profit margin

= $41,000,000 × 76%

= $31,160,000      

b) Cost of goods sold = Sales - Gross profit

= $41,000,000 - $31,160,000

= $9,840,000      

c) Operating profits = Sales × Operating profit margin

= $41,000,000 × 39% = $15,990,000    

d) Operating Expenses = Gross profit - Operating profit

= $31,160,000 - $15,990,000

= $15,170,000    

e) Earnings available to common stockholders = Sales × Net profit margin

= $41,000,000 × 7%

= $2,870,000    

f) Total assets = Sales ÷ Total asset turnover ratio

= $41,000,000 ÷ 1.9

= $21,581,947.37      

g)Total common stock equity = Earnings available to common stockholders ÷ Return on common equity %

= $2,870,000 ÷ 24%

= $11,958,333.33  

h) Accounts Receivable = (Sales ÷ 365 days) × Average collection period

= ($41,000,000 ÷ 365 days) × 64.3 days

= $7,222,739.73

3 0
3 years ago
Assume that a​ firm's marginal cost is​ $10 and the elasticity of demand is minus2. We can conclude that the​ firm's profit-maxi
inysia [295]

Answer:

Option A. $20

Explanation:

Marginal cost be MC, marginal revenue be MR and . We know that

MR = ∆TR ÷ ∆Q

or

MR = (P∆Q+Q∆P) ÷ ∆Q

Here,

P is Profit-maximizing price

or

MR = (P∆Q ÷ ∆Q) + (Q∆P ÷ ∆Q)

or

MR = P + (Q∆P ÷ ∆Q)

we can also write the above equation as

MR = P + P(\frac{Q}{P})(\frac{\Delta P}{\Delta Q})

also,

Price elasticity of demand PED =  (\frac{Q}{P})(\frac{\Delta P}{\Delta Q})

or

MR = P + [ P ÷ (PED) ]

We know MR = MC

Therefore,

MC = P +  [ P ÷ (PED) ]

(P − MC) ÷ P = −1 ÷ PED

Substituting the values provided in the question

MC = $10

PED = -2

we get

P = [ PED ÷ (1 + PED)] × MC

P = ( -2 ÷ -1) × 10

or

P =$20

hence,

Option A. $20

7 0
3 years ago
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