Answer:
$80 per unit
Explanation:
Data provided in the question:
Per unit selling cost of the product = $150
Per unit variable cost of the product = $70
Total fixed cost per month = $1200
Now,
The unit contribution margin is calculated as:
unit contribution margin = Selling price per unit - Variable cost per unit
Thus,
unit contribution margin = $150 - $70
or
unit contribution margin = $80 per unit
Hence,
The correct answer is option $80 per unit
Answer:
bureaucratic control
Explanation:
Bureaucratic control is a management style that tries to control the behavior and performance of the employees through reward or price mechanisms.
In order to achieve its purpose, bureaucratic style managers use a system of standardized rules, processes and verification procedures.
Answer: a. always declines with increased levels of output.
Explanation: the average fixed cost curve graphically illustrates or shows the relation between average fixed cost a firm incurs in the short-run production of a good or service, and the quantity produced. The average fixed cost curve always declines with increases in the level of output resulting in a negatively sloped curve. This is to say that the average fixed cost is relatively high at smaller quantities of output, which then declines as the level of production increases--the more output increases, the more average fixed cost declines. Why this occurs is that a given fixed cost is spread over an increasingly larger quantity of output and as such, firms can profitably charge a lower price with increased output.
Answer: Compare and contrast the penalties in a civil and criminal trial. In a criminal trial, a defendant can be sentenced to jail time, can be fined, and can be forced to undergo some treatment or remedy. In a civil trial, a defendant can be assessed damages and can be coerced to follow through on an agreement.
Explanation: HOPE IT HELPS :)
Answer: 5.23%
Explanation:
Given , interest rate, r =0.08; current exchange rate, c =0.78 and forward
rate, f= 0.76
Let X represent the return earned by the U.S. investing in Canadian security
x = 1+((1+r)*f/c)
x =1+(1.08*[0.76/0.78])
= 5.23%.
