You are an analyst working for the Inquisitorious (basically, an investigatory agency assigned to hunt down the remainin

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You Are An Analyst Working For The Inquisitorious Basically An Investigatory Agency Assigned To Hunt Down The Remainin 1 (69.13 KiB) Viewed 9 times

You are an analyst working for the Inquisitorious (basically, an investigatory agency assigned to hunt down the remaining Jedi spread out throughout the galaxy). You wanted to give an update to Darth Vader regarding the distribution of Jedi amongst the general population within the galaxy. Let J be a random variable equal to 1 if the citizen is a Jedi and 0 otherwise. Let L be a random variable equal to 1 if the location of the citizen is known to the Empire and 0 otherwise. The table below shows the joint probability density function for the galactic population Share of Population J 0 0 1 1 L 1 0 1 0 0.45 0.30 0.05 0.20 Round to 2 decimal places where necessary, unless otherwise stated. Leave your answer in decimals, rather than convert to percentages. A. Evaluate FJ,L(1, 1): B. Calculate the share of Jedi in the population. That is, E(J): C. Calculate the probability of being a non-Jedi conditional on your location being known to the Empire. That is, FL (0|1): D. Calculate the probability of being a Jedi conditional on your location being known to the Empire. That is, FL (11):