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It Is Estimated That the Time Between Arrivals of Visitors ea/b\mathrm { e } ^ { \mathrm { a } / \mathrm { b } }

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It is estimated that the time between arrivals of visitors to a public library is an exponential random variable with expected value of 13 minutes. Find the probability that 30 minutes elapses without any arrivals. Enter your answer as just ea/b\mathrm { e } ^ { \mathrm { a } / \mathrm { b } } , where ab\frac { a } { b } is a reduced fraction.


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