macluive delivers athickness which is distributed bitton is Phessed, a a. Plate of plartic nuaterial having (eoch fime, and inde Pendenfly of the fhevious oues) as au exfou. eutial nancdom variable Para melez_ d-2.fhessing the ke ence, one oblang a Plate of dhickness X.ifx%, he eau sell the Plate making a Profit of y euņo, cHherwise he can Press he butfon a seeoud fimie to get a new Plate thickness Xgif X2 %,he can sell the nen Plate making a Profit of ouly o.50 eunos.ifeven the sceond Pate 5 Hoo thin, he Caunot continve, the r2esidual Plagtie makeria aud nothing is gainecd. is dunown awa y 34 letP the mobability of a gain fzevr0. Then •TWE on False S The Sabrlity of a gain of 0,50 evno is 2p(1-P) Trwe on Falke 0-3l The exfeeled guin is equal ž Pl3-P) guin is equal ž Pla-e)

A First Course in Probability (10th Edition)
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ISBN:9780134753119
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Chapter1: Combinatorial Analysis
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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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Andms this in true false as soon as possible plz
Witlou is Phessed, a machive delivers
a.
Plate of plactic malerial having
athickness which is dlistributed
(epch fime, and inde Pendenfly of the Phevious oueg) as au exfou –
eufial nandem variable of Parameletz_ d-2.hessing the kep
Once, one oblung a flate of thickness Xy. ifX4>2, k
Plate of thickners X. if Xa>%, he eau
sell the Plate making a Prefit of y cuno, oAher wise
he can Phass he butfon a seeoud dinie to get a new Pate
of thiskness x2. if X2'r %,,he cau sell the new Plate
a Profit of only o.50 eunos.ifeven the second Pate
is too thin, he Caunot Contimue, the residual Plagtie wmakerim
aud nothing is gasined.
$2 let P the Phobability f a gain of zevro. Then
is dlunown
エー
TRwe
False
1 A The
SE) The
Pnobability of a guin of 0,50 evno is 2p(1-P)
Trwe on Falke
0-l The exfeeled guin is equal ž P(3-P)
37The Pmobabilly Mat the Seeond Plabe licknes
is gneatez than
Transcribed Image Text:Witlou is Phessed, a machive delivers a. Plate of plactic malerial having athickness which is dlistributed (epch fime, and inde Pendenfly of the Phevious oueg) as au exfou – eufial nandem variable of Parameletz_ d-2.hessing the kep Once, one oblung a flate of thickness Xy. ifX4>2, k Plate of thickners X. if Xa>%, he eau sell the Plate making a Prefit of y cuno, oAher wise he can Phass he butfon a seeoud dinie to get a new Pate of thiskness x2. if X2'r %,,he cau sell the new Plate a Profit of only o.50 eunos.ifeven the second Pate is too thin, he Caunot Contimue, the residual Plagtie wmakerim aud nothing is gasined. $2 let P the Phobability f a gain of zevro. Then is dlunown エー TRwe False 1 A The SE) The Pnobability of a guin of 0,50 evno is 2p(1-P) Trwe on Falke 0-l The exfeeled guin is equal ž P(3-P) 37The Pmobabilly Mat the Seeond Plabe licknes is gneatez than
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