The firm will exit or leave the industry as its not making any profits.
<h3><u>CALCULATION OF THE PROFITS</u></h3>
According to the Question,
The firm produces at P = MC
Where we know,
Q = 55 units
P = $4.78
ATC or Average Total Cost = 6.76
AVC or Average Valuable Cost = 3
P > AVC so the firm produces to minimize losses at the MC = P.
Profit = ( P - ATC ) × Q
=( 4.78 - 6.76 ) × 55
= - 108.9
The profit is - 108.9 dollars per minute.
As the firm in the industry is making losses ( a negative profit ) so it will exit the industry in the long run.
To know more about competitive firms, check the given link.
brainly.com/question/28104159
#SPJ4
The answer is explained in detail below
Explanation:



Labor, L = 2000; Capital, K = 3000
Labour constraint,
Capital constraint ,
Solving the equation further, we get


- The range for the relative price of cloth such that the economy produces both cloth and food is 2/3 and 2
- Low cloth production → economy will use relatively more labor to produce cloth → opportunity cost of cloth is 2/3rd units of food.
- High cloth production → economy dips on labor → taking capital away from food production → raising opportunity cost of cloth to 2 units of food.
- If relative price of cloth lies between 2/3 and 2 units of food, the economy produces both goods.
- If the price of cloth decreases below 2/3 → complete specialization in food production → low compensation for producing cloth
- If the price of cloth rises above 2 → complete specialization in cloth production → low compensation for producing food
Answer:
$89,000
Explanation:
Given that,
Net Income = $71,000
Depreciation = $5,000
Increase in Current Liabilities = $9,000
Decrease in Current Assets = $4,000
Net Cash from Operating Activities:
= Net Income + Depreciation + Increase in Current Liabilities + Decrease in Current Assets
= $71,000 + $5,000 + $9,000 + $4,000
= $89,000
Therefore, the Leather Shops cash provided by operating activities (indirect method) is $89,000.
Answer:
$1059.98
Explanation:
To determine the clean price, we have to first find the accrued interest.
Accrued interest = (coupon rate × par value/2) × period (months to next coupon date/12)
accrued interest = $96/2 x 5/12
accrued interest = $48 × 0.417
= $20.016
Our dirty price = $1080
clean price = dirty price - accrued interest
clean price = $ (1080 - 20.016)
Clean price = $1059.98