Question: A factory produces a certain types of outputs by three types of mannine. The respective daily production figures are: Machine 1: 3,000 units: Monde 2: 2800 Units Machine 3: 4500 Unive The past experience Shows that one pebeend of the out put produced by the monive I is deffective. The Coppolpendie, fraction of defections for the other two are 1.2 .penees went and 2 perennt pespetively. meenines production An item is drawn at handom from the day's hun and is found to be deffective what is the probability that it comes from the output of: Maremine 1 and maenine 3 ? Manchine 2:

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
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Author:HOUGHTON MIFFLIN HARCOURT
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Chapter11: Data Analysis And Displays
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Question: A factory produces a certain types of outputs by
types of malmine
three
The respective daily production figures are:
Machine 1: 3,000 units!
Monde 2: 2500 units
Machine 3! 4500 Unis
The past experience shows that one percent of the out
put produced by the mounive I is deffective. The
Coppolpundie fraction of defections for the other two
are 1.2 Pepeent and 2 perennt pespectively.
meenives
production
An item is drawn at handom from the day's
hun and is found to be deffective.
what is the probability that it comes from the
output af:
Maremine 1:
and maenine 3 ?
Machine 2:
Transcribed Image Text:Question: A factory produces a certain types of outputs by types of malmine three The respective daily production figures are: Machine 1: 3,000 units! Monde 2: 2500 units Machine 3! 4500 Unis The past experience shows that one percent of the out put produced by the mounive I is deffective. The Coppolpundie fraction of defections for the other two are 1.2 Pepeent and 2 perennt pespectively. meenives production An item is drawn at handom from the day's hun and is found to be deffective. what is the probability that it comes from the output af: Maremine 1: and maenine 3 ? Machine 2:
Anection!
The diametre of an
assumed to be a
Pol.f.:
Your have
elathie
f(x) = (x (1-x) 0 < x <l
Cable Say X is
Contineous pandom Variable with
fu is paf
to check that
and you have to determine :
a number by Sween that p(x<b) = f (x7b)
Use the (Pzb> x≤ P )
06/08/2022 22:00
Transcribed Image Text:Anection! The diametre of an assumed to be a Pol.f.: Your have elathie f(x) = (x (1-x) 0 < x <l Cable Say X is Contineous pandom Variable with fu is paf to check that and you have to determine : a number by Sween that p(x<b) = f (x7b) Use the (Pzb> x≤ P ) 06/08/2022 22:00
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