Question 2 Write the letter of the chosen answer in the Box below: Question 2, Part: 1 2 3 4 5 Letter of the Chosen Answer • X1, X2, X3 are iid (x) Answer 1, 2. * for -1

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Chapter1: Combinatorial Analysis
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Question 2 Write the letter of the chosen answer in the Box below:
Question 2, Part: 1 2 3 4 5
Letter of the Chosen Answer
• X, X2, X; are iid (x) = * for -1 <x< l; Ax) = (x' + 1) for -1 <xs 1.
Answer 1, 2.
(1) PX) S 0) =
(2) PX < X2 S X3) = (A) 0.3333 (B) 0. 125
(A) 0.5
(B) 0
(C) 0.0833 (D) 0. 125 (E) None.
(C) 0. 1667 (D) 1
%3D
(E) None.
%3D
(3) (X, Y) (x, y) = ty+ 1) 0 <x< 1,0 < y< 2.The marginal pdf of Xis
(D) 2x
(4) X1, X2,...,X36 are iid with common mean u = 10 and variance o? = 25. Let Zbe
%3D
(A) (x+ 1) (B) x
(C) 1
(E) None.
%3D
MO, 1). Using CLT, P(XS 12) is approximately =
(A) PZ< 2.4)
(B) AZ< 0.4)
(C) 0.0833
(D) AZS 2.88)
(E) 0.4.
(5) If X Beta(10, 1), (x) = 10x, 0< x< I then the distribution of U= X0 is
(A) Beta(11, 1)
%3D
(B) Betak 10, 1)
(C) U0, 1) (D) = M0, 1)
(E) None.
Transcribed Image Text:Question 2 Write the letter of the chosen answer in the Box below: Question 2, Part: 1 2 3 4 5 Letter of the Chosen Answer • X, X2, X; are iid (x) = * for -1 <x< l; Ax) = (x' + 1) for -1 <xs 1. Answer 1, 2. (1) PX) S 0) = (2) PX < X2 S X3) = (A) 0.3333 (B) 0. 125 (A) 0.5 (B) 0 (C) 0.0833 (D) 0. 125 (E) None. (C) 0. 1667 (D) 1 %3D (E) None. %3D (3) (X, Y) (x, y) = ty+ 1) 0 <x< 1,0 < y< 2.The marginal pdf of Xis (D) 2x (4) X1, X2,...,X36 are iid with common mean u = 10 and variance o? = 25. Let Zbe %3D (A) (x+ 1) (B) x (C) 1 (E) None. %3D MO, 1). Using CLT, P(XS 12) is approximately = (A) PZ< 2.4) (B) AZ< 0.4) (C) 0.0833 (D) AZS 2.88) (E) 0.4. (5) If X Beta(10, 1), (x) = 10x, 0< x< I then the distribution of U= X0 is (A) Beta(11, 1) %3D (B) Betak 10, 1) (C) U0, 1) (D) = M0, 1) (E) None.
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