Answer:
<em>a random walk with a trend</em>
Explanation:
This model assumes that in each period the stock prices would take a random step away from what was its previous value.
<em><u>Stock prices cannot be predicted therefore they are a random walk. Future prices cannot be predicted by what used to be the prices in the past. Stock prices change in response to unpredictable future news, hence they follow a random walk with a trend.</u></em>
Answer: violated organizational ethics
Explanation: because that makes most sense
Answer:
the average amount of money is 1,165
Explanation:
The computation of the average amount of money i.e. earned by each theater is shown below:
= Total number of tickets sold ÷ number of theaters
where,
The Total number of tickets sold is 879,575
And, the number of theaters is 755
Now place these values to the above formula
So, the average amount of money is
= $879,575 ÷ 755
= 1,165
hence, the average amount of money is 1,165
Answer:
The endowment fund is not satisfied with the advisor's performance
Explanation:
Judging from a nominal interest rate perspective where return expected of an investment comprises of real rate of return and an extra return which is a compensation for inflation rate in the economy,the endowment fund is not satisfied with performance of the advisor.
The satisfactory rate of return that would be expected of the advisor is computed below:
nominal interest rate=real rate+inflation rate
real rate is 8.2%
inflation rate is 2.9%
nominal interest rate=8.2%+2.9%
=11.10%
Answer:
see explanations
Explanation:
First, for 80 room charged at $60 per room ,all rooms are occupied
Let the demand function, expressed by p , the price in dollars charged for each room per day, as a function of x as,
p(x)=$60x ------------where x in the number of rooms
When the price per room is increased by $3, the demand function will be;
p(x)=$63x
Maintenance per room after price increase will be;
p(x)=$16x
This means: $63x -$60x=$16x
3*80 p(x)=16*80
p(x)=(16*80)/(3*80) =5.33
Due to price increase the number of rooms occupied reduced by 5 rooms to 75 rooms. Because of unoccupied rooms bringing no revenue the maintenance cost increased. The demand for room decreased.
