At a small company, all of the computers are part of a local area network connected to one printer. A document sent to the printer may take several minutes to print, depending on the number of print jobs ahead of it and the size and styles in it$.$

The time $($in minutes$)$ until the document starts to print has an exponential distribution with $\backslash$lambda $=0\mathrm{.}38.$

What is the probability the document will need more than $5$ minutes before starting to print? Round your answer to four decimal place.