xercise: A 1. Derive a formula for the qth quantile of the uniform distribution. 2. During the evening rush hour, the bus to Cubao leaves Makati promptly every 15 minutes. Suppose that passengers arrive at the terminal randomly during the rush hour. What is the probability that a person arriving at the terminal will have to wait for at least 10 minutes before the next bus departs for Cubao? Note: If X-point of arrival in 15-minute interval then Y=waiting time=15-X.
xercise: A 1. Derive a formula for the qth quantile of the uniform distribution. 2. During the evening rush hour, the bus to Cubao leaves Makati promptly every 15 minutes. Suppose that passengers arrive at the terminal randomly during the rush hour. What is the probability that a person arriving at the terminal will have to wait for at least 10 minutes before the next bus departs for Cubao? Note: If X-point of arrival in 15-minute interval then Y=waiting time=15-X.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Answer for number 1 please
![xercise:
4
1. Derive a formula for the qth quantile of the uniform distribution.
2. During the evening rush hour, the bus to Cubao leaves Makati promptly
every 15 minutes. Suppose that passengers arrive at the terminal
randomly during the rush hour. What is the probability that a person
arriving at the terminal will have to wait for at least 10 minutes before the
next bus departs for Cubao? Note: If X-point of arrival in 15-minute
interval then Y=waiting time=15-X.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F850cccdb-7a8f-4495-9a49-b5538d79e182%2F8e34ab50-30b2-49cb-b499-6e342cb6c34a%2Fb48niml_processed.jpeg&w=3840&q=75)
Transcribed Image Text:xercise:
4
1. Derive a formula for the qth quantile of the uniform distribution.
2. During the evening rush hour, the bus to Cubao leaves Makati promptly
every 15 minutes. Suppose that passengers arrive at the terminal
randomly during the rush hour. What is the probability that a person
arriving at the terminal will have to wait for at least 10 minutes before the
next bus departs for Cubao? Note: If X-point of arrival in 15-minute
interval then Y=waiting time=15-X.
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