Doc's ribhouse commenced with $52,000 in equity, generated $35,000 in net income, and distributed $12,000 in dividends. To find the ending equity, use the formula: Beginning Equity + Net Income - Dividends = Ending Equity. Plugging in the values gives us: $52,000 + $35,000 - $12,000 = Ending equity. This results in $52,000 + $23,000 = $75,000, confirming the ending equity is $75,000.
Answer:
a) 120 skiers daily
b) 6.25% rise in revenue
Explanation:
a) Assuming each skier stays for an average of 10 days, the daily turnover corresponds to 1/10 of the total skiers, which results in 1200/10 = 120 skiers daily.
__
b) For a duration of n days, the average expenditure for a skier is...
50 +(n-1)30 = 20 +30n
and the average daily spending calculates to...
(20 +30n)/n = (20/n) +30
Thus, for a 10-day visit, the average skiier's restaurant spending is...
20/10 +30 = 32.... each day
Similarly, for a stay of 5 days, the average skier's expense becomes...
20/5 +30 = 34.... each day
The anticipated change in restaurant revenue is...
(34 -32)/32 × 100% = 2/32 × 100% = 6.25%
Restaurant revenues are projected to increase by 6.25% from the previous year.
Answer:
Explanation:
It depends on the situation.
If such a return is unprecedented, I would handle it myself based on the item. For example, if the item, like a screwdriver set, appears unused, I would approve the return autonomously.
However, if the item is personal or intimate, I would hesitate and seek managerial guidance, avoiding making the decision alone.
If there is a clear policy, I would consult it, likely involving a supervisor for confirmation, which is probably the most appropriate approach.
If many returns occurred that day, I would feel reluctant and ask for assistance.
Response:
The yearly average return stands at 9.6 %
Clarification:
Calculating the average return
Assuming the price per share is 100
Initial Growth Final
Value % Value
Company A 50 % at 100 5,000 8 % 5,400
Company B 30 % at 100 3,000 12 % 3,360
Company C 20 % at 100 2,000 10 % 2,200
Total amounts 10,000 10,960
To find the average return, take the increase in value over the base, divided by the base
10,960 - 10,000 = 960/ 10000 = 9.6 % average return
Answer:
Part a:
Show the probability density function for the waiting times at Kroger, assuming they are exponentially distributed.
Solution:
Probability density function f(x) = (1/ )*e-x/ = (1/26)*e-x/26 (result)
Part b:
Calculate the probability that a customer waits between 15 and 30 seconds.
Solution:
0.2462
Part c:
Determine the probability that a customer must wait longer than 2 minutes.
Solution:
0.0099
Explanation:
All calculations are included.
