2002 Alan cocoa so 20 characters is dodo
Answer:
Equilibrium price = $6
Total quantity in the market would be > 400 units ( unchanged )
Explanation:
Applying small=country model
world price of product = $6
import quota = 400 units
The Equilibrium price in Marketopia would be $6 and the total quantity available in Marketopia would > 400 units
This is because in a small country assumption model, the total imports made by any country is insignificant to the Total quantity of the products available in the market therefore it has no effect on the price of the products even if when the imports are stopped by the country
Answer:
In the following situation:
Reethika is in a meeting and has an important question. The only coworker who can answer the question is in a different meeting.
The only way Reethika can get the answer without disturbing either meeting is:
Sending a direct text message to her co-worker's cellphone.
Explanation:
First of all, she can't send someone to look for her because that would disturb both meetings. Also, if she calls her that is also going to disturb both meetings. The only way she has is to send an e-mail or an SMS to her co-worker. However, that depends on the effect people can take upon her. Nevertheless, text messages like e-mails, SMS, or direct messages don't have a high level of disturbance. Considering most people have their cellphones in silence mode.
This is an example of variation. The
coefficient of variation, also referred to as the Spearman coefficient of
variation, is a statistical measure that informs us about the relative dispersion
of a data set. Its calculation is obtained by dividing the standard deviation<span> between
the absolute value of the average of the set and it is usually expressed as a
percentage for its better understanding.</span>
Answer:
The Mean return = 0.8*16.5% + 0.2*-11.6%
The Mean return = 0.132 + (-0.0232)
The Mean return = 0.132 - 0.0232
The Mean return = 0.1088
The Mean return = 10.88%
Variance = 0.8*(16.5%-10.88%)^2 + 0.2*(-11.6%-10.88%)^2
Variance = 0.8*(5.62%)^2 + 0.2*(-0.72%)^2
Variance = 0.012634
