1) Expected number of Breakdowns in any given day, E(X) = 0*.1+1*.2+2*.3+3*.4
= 2
2) Variance, V(X) = .1*(0-2)^2+.2*(1-2)^2+.3*(2-2)^2+.4*(3-2)^2
= 1
3) Probability of at least 3 breakdowns in a day = Probability of 3 breakdowns + Probability of more than 3 breakdowns
= 0.4+0
= 0.4
4) Probability of at least 1 breakdowns in a day = 1 - Probability of 0 breakdown
= 1 - 0.1
= 0.9
C1: Snow Manufacturing Co. has 6 machines that perform a particular task. Breakdowns occur frequently for this machine. Past records indicate that the number of breakdowns that occur each day is d...
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QUESTION 1 (15 marks) Studd Enterprises sells big-screen televisions. A concern of management is the number of televisions sold each day. A recent study revealed the number of days that a given number of televisions were sold. # of TV units sold #of days Answer the questions below. For each part, show your calculations and/or explain briefly how you arrived at your answer, as appropriate or needed. Required: a. Convert the frequency distribution above into a probability distribution (or relative...