Question: We are given the random variables x 2 , x 3 , dots, x n , and Y 2 , Y 3 , dots, Y

We are given the random variables x2,x3,dots,xn, and Y2,Y3,dots,Ym. Answer the following
questions.
a. Assuming every variable is binary, how many independent parameters are
needed to represent P(x2,x3,dots,xn,Y2,Y3,dots,Ym)?
b. Assuming every variable has three possible values, how many independent
parameters are needed to represent P(x2,x3,dots,xn,Y2,Y3,dots,Ym)?
c. Assuming each xi has i possible values and similarly, every Yi has i possible
values, how many independent parameters are needed to represent ,
{:xn,Y2,Y3,dots,Ym)?
d. Assuming every variable is binary, how many independent parameters are
needed to represent P(Y2,Y3,dots,Ym|x2,x3,dots,xn)?
e. Assuming every variable has three possible values, how many independent
parameters are needed to represent P(Y2,Y3,dots,Ym|x2,x3,dots,xn)?
f. Assuming each xi has i possible values and similarly every Yi has i possible values,
how many independent parameters are needed to represent ,
{:x3,dots,xn)?
We are given the random variables x2,x3,dots,xn, and Y2,Y3,dots,Ym. Answer the

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