Question DetailsNormal
$ 3.00
A doctor has scheduled two appointments, one at 1pm and the other
- From Mathematics, Statistics
Question posted by
- Beam777
- Rating : 2
- Grade : A+
- Questions : 0
- Solutions : 1706
- Blog : 0
- Earned : $1724.21
A doctor has scheduled two appointments, one at 1pm and the other at 1:30pm. The amount of time the doctor spends with the patient is a constant 20 minutes plus a random amount of time which is distributed as exponential with mean 8 minutes. Assume that both patients will be on time for their appointments.
- What is the chance the doctor will be late for her 1:30 appointment because she spends more than 30 minutes with her 1pm appointment?
- On average, how long will the 1:30 appointment be at the doctor’s office?
The time the 1:30 appointment spends in the office is the sum of 3 parts: the random waiting time W, the constant 20 minutes of examination time and the additional random examination time T.
We seek E[W + 20 + T] = E[W] + 20 + E[T]
To determine the E[W], condition on whether or not the 1:00pm appointment is still going on at 1:30pm.
Explanations with answers please
Available Answer
$ 3.00
[Solved] A doctor has scheduled two appointments, one at 1pm and the other
- This solution is not purchased yet.
- Submitted On 15 Jul, 2020 07:27:11
Answer posted by
- Beam777
- Rating : 2
- Grade : A+
- Questions : 0
- Solutions : 1706
- Blog : 0
- Earned : $1724.21
Please see att...
Attachment
Other Similar Questions
Beam7...
A doctor has scheduled two appointments, one at 1pm and the other
Please see attached
Thank you!...........................
Beam7...
A doctor wanted to determine whether there is a relation between a male's age
Please see attached
Thank you!.......................................
The benefits of buying study notes from CourseMerits
Assurance Of Timely Delivery
We value your patience, and to ensure you always receive your homework help within the promised time, our dedicated team of tutors begins their work as soon as the request arrives.
Best Price In The Market
All the services that are available on our page cost only a nominal amount of money. In fact, the prices are lower than the industry standards. You can always expect value for money from us.
