In a Sweezy oligopoly, the profit-maximizing level of output occurs where mr=mc.
Paul M. Sweezy created the oligopoly's kinked demand curve in 1939. The model explains how oligopolistic groups behave rather than placing emphasis on how price-output determination occurs.
With an equilibrium output of Q units and an equilibrium price of P, the oligopolist maximizes profits by equating marginal income with marginal cost.
Due to each company's desire to maximize profits, there is frequently intense competition among them when it comes to pricing, production, and promotion.
The main distinction between a monopolist and a perfectly competitive firm is that although for a monopolist, marginal revenue is not equal to the price since changes in output quantity affect the price.
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Calculate fixed cost per unit
357,000÷21,000=17 per unit
Fixed cost for 19000 units
17×19,000=323,000
Calculate variable cost per unit
309,750÷21,000=14.75
variable cost for 19000 units
14.75×19,000=280,250
So the answer is
$323,000 fixed and $280,250 variable
Hope it helps!
Answer:
D. $285,000
Explanation:
When a company is acquired by another company, the parent company (the new owner) must report the assets at fair market value - amortization.
FV = $300,000
amortizable value = $100,000
depreciation for 3 years (2017, 2018 and 2019) = ($100,000 / 20) x 3 = 415,000
reported value = $300,000 - $15,000 = $285,000
Answer: advertising, publicity, and personal selling- that stimulates interest, trail or purchase by final customers or others in the channel.
Explanation: Sales promotion are promotional activities used to stimulate consumers into purchasing a certain product. Sales promotion usually takes the form of giving discounted prices to customers, giving out extra incentive or gift items, freebies, voucher cards, coupon and other promotional offers which gives consumers extra material benefit when they purchase an item. Promotional offers are usually made during certain periods such as festive seasons, company anniversary or occasionally in other to drive sales or to wow customers.
The answers to the question are:
- The machine that is the constraint is the machine c.
- The product m = 80 units and n = 80 units
- Net profit = $3600
<h3>1. How to solve for the constraint of the machine</h3>
We have to solve for the workload of the machines
For A. 20*100 = 2000
For B, 5 * 100 + 10 *80
= 500 + 800 = 1300
For Machine C = 15 * 100 + 15 * 80
= 1500 + 1200
= 2700
The time at the workstation in c is more than the constant time of 2400, hence the constraint that we have is machine c.
b. 2400- 1200 = 1200
The product mix would be 1200/15
= 80
Hence the product mix m = 80 units and that of n = 80 units
<h3>c. The total net profit</h3>
80*$90 = 7200 , 80 * 105 = 8400
7200 + 8400
= 15600
The net profit = 15600 - 12000
= $3600
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