Answer:
either the selling price decreases or the total output decreases
Explanation:
The firm's income statement:
total sales revenue = $120,000
minus total variable costs = ($72,000)
<u>minus total fixed costs = ($15,000) </u>
net profit = $33,000
The long run equilibrium for a monopolistically competitive firm occurs when the firm is making no economic profit since it is charging a price = average total cost.
In this case the average total cost per unit = $6 per unit + ($15,000 / 12,000 units) = $7.25 per unit
Since the firm is currently charging a higher selling price than average total cost ($10 > $7.25), one or two things might happen in the long run:
- selling price will decrease
- output will decrease
Answer:
6,250 units; 7,000 units
Explanation:
Given that,
Fixed costs for proposal A = $50,000
Fixed costs for proposal B = $70,000
Variable cost for A = $12.00
Variable cost for B = $10.00
Revenue generated by each unit = $20.00
Let x be the number of units at break even point,
(a) Condition for break-even point in units:
Total cost = Total revenue
Fixed cost + Variable cost = (Number of units × Revenue generated by each unit)
50,000 + 12x = 20x
50,000 = 8x
6,250 = x
(b) Condition for break-even point in units:
Total cost = Total revenue
Fixed cost + Variable cost = (Number of units × Revenue generated by each unit)
70,000 + 10x = 20x
70,000 = 10x
7,000 = x
Answer:
The answers are:
- Seattle´s sales were 34.6% larger than Portland´s
- Portland´s sales were 25.7% smaller than Seattle´s
- Portland´s sales were 74.3% of Seattle´s
Explanation:
To calculate answer 1 you must divide Seattle´s sales over Portland´s sales, then subtract 1, and finally multiply by 100.
= [ ($350,000/260,000) - 1 ] x 100 = 34.6%
To calculate answer 2 you must subtract the result form dividing Portland´s sales over Seattle´s sales from 1, and then multiply by 100.
= [ 1 - ($260,000/350,000) ] x 100 = 25.7%
To calculate answer 3 you must divide Portland´s sales over Seattle´s sales, and then multiply by 100.
= ($260,000/350,000) x 100 = 74.3%