In an industrial process the diameter of a ball bearing is an important component part. the buyer sets specifications on the diameter to be 3.0±0.01 cm. the implication is that no part falling outside these specifications will be accepted. it is known that in the process the diameter of a ball bearing has a normal distribution with mean μ=3.0 and standard deviation σ =0.005. on the average, what % of manufactured ball bearings will be scraped?
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Slide1
Probability and StatisticsMat 271E
Yard. Doç. Dr. Tarkan ErdikProbability DistributionsUniform and Normal Distributions- Week 7
1
Slide2
Probability Distributions
2
It has been observed that certain functions F(x) and f(x) can successfully express the distributions of many random variables.
Slide3
3
Several continuous distributions play useful roles in engineering as in numerous
other
disciplines
. The more important ones
are
:
U
niform
,
Normal
,
E
xponential
,
G
amma
,
B
eta,
Weibull
,
L
ognormal
distributions.
Slide4
What is the difficulty is in choosing the distribution function? There are no general rules for this.
Probability and StatisticsMat 271E
Yard. Doç. Dr. Tarkan ErdikProbability DistributionsUniform and Normal Distributions- Week 7
1
Slide2
Probability Distributions
2
It has been observed that certain functions F(x) and f(x) can successfully express the distributions of many random variables.
Slide3
3
Several continuous distributions play useful roles in engineering as in numerous
other
disciplines
. The more important ones
are
:
U
niform
,
Normal
,
E
xponential
,
G
amma
,
B
eta,
Weibull
,
L
ognormal
distributions.
Slide4
What is the difficulty is in choosing the distribution function? There are no general rules for this.
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