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Category > Applied Sciences Posted 20 May 2017 My Price 5.00

Suppose that a bowl contains 10 chips

Suppose that a bowl contains 10 chips, each uniquely numbered 0 through 9 The chips are thoroughly mixed, one is drawn and the number on it, X1, is noted. This chip is then replaced in the bowl. A second chip is drawn and the number on it, X2 is noted. Compute P(W = ω) for every real number ω when W = X1 + 10X2

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Status NEW Posted 20 May 2017 09:05 AM My Price 5.00

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file 1495271644-Answer.docx preview (136 words )
Â----------- Su-----------ppo-----------se -----------tha-----------t a----------- bo-----------wl -----------con-----------tai-----------ns -----------10 -----------chi-----------ps,----------- ea-----------ch -----------uni-----------que-----------ly -----------num-----------ber-----------ed -----------0 t-----------hro-----------ugh----------- 9 -----------The----------- ch-----------ips----------- ar-----------e t-----------hor-----------oug-----------hly----------- mi-----------xed-----------, o-----------ne -----------is -----------dra-----------wn -----------and----------- th-----------e n-----------umb-----------er -----------on -----------it,----------- X1-----------, i-----------s n-----------ote-----------d. -----------Thi-----------s c-----------hip----------- is----------- th-----------en -----------rep-----------lac-----------ed -----------in -----------the----------- bo-----------wl.----------- A -----------sec-----------ond----------- ch-----------ip -----------is -----------dra-----------wn -----------and----------- th-----------e n-----------umb-----------er -----------on -----------it,----------- X2----------- i-----------s n-----------ote-----------d. -----------Com-----------put-----------e P-----------(W -----------= Ï-----------‰) -----------for----------- ev-----------ery----------- re-----------al -----------num-----------ber----------- ω----------- wh-----------en -----------W =----------- X1----------- +----------- 10-----------X2 ----------- An-----------swe-----------r -----------Sin-----------ce -----------chi-----------p i-----------s r-----------epl-----------ace-----------d e-----------aac-----------h t-----------ime-----------, t-----------he -----------eve-----------nts----------- ar-----------e i-----------nde-----------pen-----------den-----------t o-----------f e-----------ach----------- ot-----------her-----------. P-----------(X1-----------=0)----------- = -----------P(X-----------1=1-----------) =----------- P(-----------X1=-----------2)
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