Answer: E.When there are so many industry rivals that the impact of any one company's actions is spread thinly across all industry members
Explanation:
The more the number of players in an industry the more it gets congested and especially for the competing sellers. The decision for increasing or reducing price is met by follower firms to do the same thing. It gets less competitive because you know all the players in the industry would be following the same practices and doing the same thing.
Answer:
If the ball goes over the goal line (end line), but not into the goal, and was last touched by the attacking team, it is put back into play by the defending team with a goal kick.
Answer:
a) The warrant are Dilutive
b) Basic EPS $2.62
c) Diluteed EPS = $2.31
Explanation:
a) The warrants are dilute because the cost of exercising the rights is lover than the market price
b) Basic Eps = Total Earning/Share Outstanding = $262,000/100,000 = $2.62
c) Diluted Eps = Earnings/(Shares outstanding+potential shares)
= $262,000/(100,000+13,500) = $2.31
Answer:
The correct answer is 20 units.
Explanation:
According to the scenario, the given data are as follows:
Total cost = $10,000
Total fixed cost = $2,000
Average variable cost = $400
So, Total variable cost = Total cost - Total fixed cost
= $10,000 - $2,000 = $8,000
So, we can calculate the total number of widgets producing by using following formula:
Units producing = Total variable cost ÷ average variable cost
= $8,000 ÷ $400
= 20 units
Mortality pattern affects population growth rates because a high mortality rate will offset the population-growth effects of a high birthrate. It is important to remember that mortality patterns often disproportionately affect different groups. If the mortality rate were atypically high among fertile-age women, this would have an even more powerful impact on population growth.
Age distribution is also important to growth rate because it describes what percentage of the population is at a child producing age. An age distribution that is weighed toward elder people can expect a lower future growth rate than a young-slanted age distribution, since a larger portion of the young population will likely have babies in the future.
