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2. From Kay 8.6, for the PMF PX.y i,1 J O j-1 iO i- 1 (a) Find pyixUld (b) Find pxy lil (c) Find Eyix [Y r] and Vary xY r (d)

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® Solution :- Guiven that JPxy [i, j] /uzo ja list 43 46 Marginal of Px (x=i) = Es Pkiy (e. ) Px(X=0) = I Px.y 10.3) = Px.y 1Marginal of y Py 14 = j) = 7 Px.y(ij) Pyl Y=0) = { Px.yle.o) = Px,y (0,0) + Px.y(0,0) = 46 + 143 1=0,1 = / Py (4=1)= E Px.yli@ PXIX sulij = P(X=j,x=1) P(x-i) Pyx TY=/x+i)= PIY= 3,X=1) P(x=1) P(Y=)/ X=0) = Ply=j »X=0) P(X=0) P( Y=0/X=0) = P( Y=0.x=0)@ PlY=1/X=1) = P(Y=1,X=1) P(X=1) | P[Y=1/X=1) = 131 B Pxly lilj) = P1X=i, y=j) Plyj) PLX = il Y=j)= P(X=i,Y*)) PlY-)) P[X=0/Y© P(X=11Y=1) = P(X=L, Y PCY=1) [P(X=1141) = 43] © EYIX [Y/x] = [y P (Y=j /X-i) goool = oply=0&X=0) + I Ply=1/X=0) 20.4+% EXLXVyLX TY1wa] = Eyex [440=1] + [Ey ixfY[X=11] = 3+ Ya 2.. 23. EylxlY4x=1] = EYLX [Ylx=] Vy ex[Y/x=1] = 244 Answer @ Exty [X 17Vily ( X 1Y=1) - Exly ( X?/Y=1) = /-/a I vxly (x+y=1) = /9 Answer © Ex[x] = I x PCX=i) X=0,1 E O P(x=0) + 1 PlX=1) = 0./+/ [E

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