Mr. Jackson will announce the student he selected during today's Math Club meeting. The meeting starts at 11:30 a.m. and ends at noon. The exact time of the announcement will be completely random. Why is the time of the announcement an example of a continuous random variable?
The information here will be helpful to you: http://dept.stat.lsa.umich.edu/~ionides/425/notes/continuous_rvs.pdf
ok thanks, i read it , so could i say the time of the announcement is an example of a continuous random variable because it take any value in the interval of a day and continuous random variables are used to model time and length?
* can take
" it can take any value in the interval of a day.....". This should be replaced by "it is not possible to define the exact time, the reason being the completely random nature of the time which has infinite precision."
ok so this sound better: The time of the announcement is an example of a continuous random variable because it is not possible to define the exact time, the reason being the completely random nature of time which has infinite precision
Looks good to me.
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