Posted by **Brooks** on Tuesday, November 8, 2011 at 5:08pm.

Suppose you agree to meet a friend(who is generally late) at a specified time. Assume that you arrive on time and let the random variable T be the length off time you must wait for your friend. If the density function for T is assume to be

f(t)=1/t^2, t>=1(minute)

Find the time you should expect to wait.

## Answer this Question

## Related Questions

- Statistics - A hospital claims that the mean waiting time at its emergency room...
- wierd math question - Two people agree to meet at a coffee shop. They each ...
- probability question - help! - Two people agree to meet at a coffee shop. They ...
- math HELP!!!!!! - Suppose 10% of the flights arriving at an airport arrive early...
- Statistics - Fire department response time is the length of time it takes a fire...
- statistics - Consumer Reports rated airlines and found that 80% of flights ...
- English - I forgot to include the following sentences. I hope you can have a ...
- Statistics Question - Consumer Reports rated airlines and found that 80% of ...
- Physics..up for a challange? - Determine if the following physical equations are...
- English - Can you please tell me if my last sentences are possible? What does "...