Emily is deciding whether to buy the same designer jacket her friends have. The jacket is much more expensive than a similar one
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Answer:
Part A. Compute the probability that operator of the hotel is busy.
The call arrives at Lynn Ann Hotel at the rate of 2/min.
Therefore, 2 min = 120 customers per hour
Thus, the call is serviced by the operator at a rate of 20 seconds per customer.
Therefore,
P = 180 customers per hour
Probability that the operator will be busy:
P = λ / µ
P= 120 / 180
P = 0.67
Therefore, the probability that the hotel operator is busy is 0.67 hours
Part B. Determine the average time customer must wait:
= λ / µ (µ - λ)
= 120 / 180(180 - 120)
= 120 / 180(60)
= 120 / 10,800
= 0.011
Thus, the average wait time for the customer is 0.011 hours
Part C. Determine the average number of call waiting:
= λ^2 / µ (µ - λ)
= 120^2 / 180 (180 - 120)
= 14,400 / 180 (60)
= 14,400 / 10,800
= 1.33
Thus, the average waiting call to be answered is 1.33 hours
Answer:
The income before tax is $370450, the income tax is $111135 and the net income is $259315.
Explanation:
As the data table is not visible,online a similar question is found for which the data is attached here with.
From the given data
Service Revenue=$943,000
Interest Revenue=$127,1000
Total Revenue=Service Revenue+Interest Revenue=$1070100
Now The expenses are given as
Supplies Expense=$349,200
Repairs and Maintenance Expense =$258,300
Depreciation Expense=$60,350
Rent Expense=$ 31,800
Total Expense=Supplies Expense+Repairs and Maintenance Expense+Depreciation Expense+Rent Expense=$699650
So the income before tax is given as
Income=Total Revenue-Total Expense
Income=$1070100-$699650
Income=$370450
So the income before tax is $370450.
Now the tax is estimated at 30% as given tax rate as
Tax=Rate*Income
Tax=30%*$370450
Tax=$111135
So the income tax is $111135.
Now the Net income is given as
Net Income=Income-Tax
Net Income=$370450-$111135
Net Income=$259315
So the Net Income is $259315.
