3- , thei a) E{f,(y\x)} =- exp(- o/27(2-r²) 20ʻ(2-r²)' 1 b) E{f, (x)f;(y)}=- 2.noV4-r
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- Using the mid- square method obtain the random variables using Z0= 7182 until the cycledegenerates to zero.If for a pair of random variables X,Y , their covariance is zero: Cov(X, Y ) = 0. Can we say that X and Y are independent? If so, please prove it. If not, please provide a counter-example.Let X1, X2, ..., Xn be independent and identically distributed random variables, X ∼ Exp(λ). Show that the sum X1 + X2 + · · · + Xn is Γ(n, λ) distributed.
- Let X and Y be independent random variables such that Var[X] = 4.8 and Var[Y ] = 9.7. [a] How can we prove that 2X and 3Y are independent? Please show your proof.Suppose we have two random variables X and Y. For a, b > 0, a2+b2=13. Var(aX) = 16 Var(bY) = 36 Var(X - Y) = 2 Cov(2X, Y) = 6 1) What is ab? 2) What is Corr(X, Y)?Suppose that X1, X2, X3, ..., X99, X100 are independent Bernoulli(1/2) random variables. What is E[(X1+X2+X3+...+X69+X70)*(X71 + X72 + ... + X99+X100)]?
- Suppose that X and Y are both binomial random variables with parameters n and p. If Var(X − Y) = 2, what is cov(X,Y)? also Prove that if X and Y are independent random variables, then Var(XY) = Var(X)Var(Y) +E[X] 2 Var(Y) +E[Y] 2 Var(X). Please please help ill br thankful pleaseWhat is the probability that a SSRW on Z^2 starting at (0, 0) eventually hits the point (100, 100)?