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shusha [124]
1 year ago
9

Question. Draw a marginal revenue curve of a perfectly competitive firm and explain why the marginal revenue of a perfectly comp

etitive firm is always equal to its average revenue.

Business
1 answer:
svp [43]1 year ago
8 0

If AR is constant, MR is equal to AR. Both are indicated by the same horizontal straight line(a situation of perfect competition)

<h3>What is the marginal revenue curve for a perfectly competitive firm?</h3>
  • Marginal revenue for a company with perfect competition is the same as average revenue and pricing.
  • This suggests that at values bigger than the average variable cost, the firm's short-run supply curve is its marginal cost curve.
  • The company closes if the price falls below the average variable cost.

Marginal revenue is the change in total revenue when one more unit of a commodity is sold.

MR= change in TR/change in quantity sold

Average revenue refers to revenue per unit of output.

AR=TR/Q

Relationship between AR and MR:

If AR is constant, MR is equal to AR.

Both are indicated by the same horizontal straight line(a situation of perfect competition)

To learn more about marginal revenue, refer to

brainly.com/question/13444663

#SPJ4

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On November 7, Mura Company borrows $370,000 cash by signing a 90-day, 8%, $370,000 note payable. 1. Compute the accrued interes
Hatshy [7]

Answer:

At 31 December, the Interest for 54 days accrues as follows :

Interest expense $17,740 (debit)

Note Payable $17,740 (credit)

On payment February 5, the Interest expense will be capitalized in the Note Payable as follows :

Note Payable $407,473 (debit)

Cash $407,473 (credit)

Explanation:

AT, November 7, When Mura Company borrows the money :

Cash $370,000 (debit)

Note Payable $370,000  (credit)

At 31 December, the Interest for 54 days accrues as follows :

Interest expense $17,740 (debit)

Note Payable $17,740 (credit)

Interest expense calculation = $370,000 × 8% × 54/90

                                                = $17,740

At February 5, the interest for 60 days accrues as follows :

Interest expense $19,733 (debit)

Note Payable $19,733 (credit)

Interest expense calculation = $370,000 × 8% × 60/90

                                                = $19,733

On payment February 5, the Interest expense will be capitalized in the Note Payable as follows :

Note Payable $407,473 (debit)

Cash $407,473 (credit)

Note Payable Calculation = $370,000 + $19,733 + $17,740

                                              $407,473

3 0
3 years ago
Jasper is interested in making a lot of money. He is a very good salesperson. People tell him he could sell sand in the Sahara D
den301095 [7]

Answer:

b its b  because it says he works hard and he is willing to get a good salary

3 0
2 years ago
When a company discontinues an operation and disposes of the discontinued operation (component), the transaction should be inclu
Ne4ueva [31]

Answer:

1. an amount after continuing operations.

Explanation:

In preparing the income statement the transactions resulting into gain or loss from the discontinued operations are always reported in income statement.

For this there is special heading that is

Amount after continuing operations

This basically reflects the gain or loss from the sale of such segment.

This provides for reporting all the transactions as part of business but in an highlighted manner.

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3 years ago
What protects consumers against harm from products on the market? Franchises Profit Motives Private property rights Government R
Helen [10]
That would be government regulations because the government always ensures consumers safety.
5 0
3 years ago
Jake Werkheiser decides to invest $5000 in an IRA at the end of each year for the next 12 years. If he makes these investments,
Oxana [17]

Answer:

Jake Werkheiser will have $170,322.48 at the end of 12 years.

Explanation:

We use the following formula to find the future value,

S=R[\frac{(1+i)^n-1}{i}](1+i)

S= future value

R= yearly payment =$5000

i= rate of interest = 9%=0.09

n =time =12 years.

Now putting the value of i, n, R

S=5000[\frac{(1+0.09)^{12}-1}{0.09}](1+0.09)

 =$170,322.48

Jake Werkheiser will have $170,322.48 at the end of 12 years.

5 0
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