given by Let Х be the random variable with cumulative distribution function 0 for x<0, 1 1 Fx(x) = + -x for OSX<2, 6 5 1

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given by Let Х be the random variable with cumulative distribution function 0 for x<0, 1 1 Fx(x) = + -x for OSX<2, 6 5 1 for x 2 where Fx, is a cumulative distribution function of a discrete random variable X1 Write Fx=pFx, +(1-p)Fxz, where Fxz Fxz distribution function of a continuous random variable X2 and 0<p<1. is a cumulative 1 A. 0.4333 Determine P(X=2) Determine posX<2); B. 0.2778 Determine Fx (0.5), the cumulative distribution function of X, evaluated at 1 = X1 = 0.5 Determine Fxx(1), the cumulative distribution function of evaluated at 0.6333 D. 0.2667 E. 0.2000 F. 0.8000 G. 0.7500 X 2 X2=1 Determine p. H.