Answer:
Variable expenses = $50,000
Explanation:
Given:
Sales price = 50,000 x $10 = $500,000
Fixed costs = $350,000
Net income = $100,000
Find:
Variable expenses
Computation:
Variable expenses = Sales price - Fixed costs - Net income
Variable expenses = $500,000 - $350,000 - $100,000
Variable expenses = $50,000
Answer:
6.80%
Explanation:
The average nominal returns is the sum of the returns for 5 years divided by the number of returns considered( i.e 5, 5 returns for 5 years)
average nominal returns=(6%-13%+24%+18%+15%)/5
average nominal returns=10.00%
The Fisher's equation is shown thus:
(1 + i) = (1 + r) (1 + π)
i=nominal return=10.00%
r=average real return=the unknown
π=inflation rate=3%
(1+10.00%)=(1+r)*(1+3%)
1.10=(1+r)*1.03
1+1=1.10/1.03
r=(1.10/1.03)-1
r=6.80%
Generally, on a production possibilities curve, the optimal point is achieved where each good is produced at a level where marginal benefits equal marginal costs.
<h3>What is an
optimal point?</h3>
On a graph, this refers to the best or most favorable point on a graph curve etc
Hence, on the a production possibilities curve, the optimal point is achieved where each good is produced at a level where marginal benefits equal marginal costs.
Therefore, the Option B is correct.
Read more about optimal point
<em>brainly.com/question/92653</em>
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The price and quantity of computers that should be produced to maximize the firm’s profits will be $360 and 80 computers.
The demand curve for College Computers is given as (Q) = 800 - 2P where, P = 400 - 0.5Q.
Therefore, the weekly total revenue will be:
= (400 - 0.5Q) × Q
= 400Q - 05Q²
Marginal revenue = 400 - Q
Weekly cost of producing computers will be:
= 1200 + 2Q²
Marginal cost = 4Q
Maximum profit will b earned when MR = MC
Therefore, 400 - Q = 4Q
Collect like terms
4Q + Q = 400
5Q = 400
Q = 400/5
Q = 80
Quantity = 80 units
Therefore, the price will be:
P = 400 - 0.5Q
P = 400 - 0.5(80)
P = 400 - 40.
P = 360
The price is $360.
The weekly total revenue will be:
TR = price × quantity.
TR = 360 × 80
TR = $28800
The total cost will be:
TC = 1200 + 2(80)²
TC = 1200 + 12800
TC = 14000
Therefore, the profit will be:
= TR - TC
= $28800 - $14000
= $14800
Read related link on:
brainly.com/question/25238337
Section A = 22,500 seats
section B = 14,900 seats
section C = 7,600 seats
