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probabilit have 2 black 2 white ②We roll twice asymmetric coin with P(H) = P(T) = 4 If two times J we get (H) we obtain 1 $, if tirice (T) we obtain 2$ otherwise we pay 1 $. For = {(H,H), (TT), (H,T) (TH) } & XIR x({})= 1, x({43)=2 d³x({3)=x({})=1 Collings are independent) a) final distributa b) final E(X), E(X), Var(x), Fx (x.) of X ) find median & quantile of order & product is 10%

probabilit have 2 black 2 white ②We roll twice asymmetric coin with P(H) = P(T) = 4 If two times J we get (H) we obtain 1 $, if tirice (T) we obtain 2$ otherwise we pay 1 $. For = {(H,H), (TT), (H,T) (TH) } & XIR x({})= 1, x({43)=2 d³x({3)=x({})=1 Collings are independent) a) final distributa b) final E(X), E(X), Var(x), Fx (x.) of X ) find median & quantile of order & product is 10%

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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probabilit have 2 black 2 white ②We roll twice asymmetric coin with P(H) = P(T) = 4 If two times J we get (H) we obtain 1 $, if tirice (T) we obtain 2$ otherwise we pay 1 $. For = {(H,H), (TT), (H,T) (TH) } & XIR x({})= 1, x({43)=2 d³x({3)=x({})=1 Collings are independent) a) final distributa b) final E(X), E(X), Var(x), Fx (x.) of X ) find median & quantile of order & product is 10%
Transcribed Image Text:probabilit have 2 black 2 white ②We roll twice asymmetric coin with P(H) = P(T) = 4 If two times J we get (H) we obtain 1 $, if tirice (T) we obtain 2$ otherwise we pay 1 $. For = {(H,H), (TT), (H,T) (TH) } & XIR x({})= 1, x({43)=2 d³x({3)=x({})=1 Collings are independent) a) final distributa b) final E(X), E(X), Var(x), Fx (x.) of X ) find median & quantile of order & product is 10%
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