The length of time X (in minutes) it takes to go from your home to donwtown is normally distributed with u = the latest time that you should leave home if you want to be over 99% sure of arriving in time for a job interview taking place in downtown at 2pm? 30 minutes and ox 5 minutes. WVhat is %3D

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**Problem 34.12**

The length of time \( X \) (in minutes) it takes to go from your home to downtown is normally distributed with \( \mu = 30 \) minutes and \( \sigma_X = 5 \) minutes. What is the latest time that you should leave home if you want to be over 99% sure of arriving in time for a job interview taking place in downtown at 2pm?
Transcribed Image Text:**Problem 34.12** The length of time \( X \) (in minutes) it takes to go from your home to downtown is normally distributed with \( \mu = 30 \) minutes and \( \sigma_X = 5 \) minutes. What is the latest time that you should leave home if you want to be over 99% sure of arriving in time for a job interview taking place in downtown at 2pm?
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