R.V. with Let X be a continuous gaussian distribution, i.e. X~N(µ,0^2)=N(1000,2500). (1) Find the P(900y)=0.8599. (3) The value of w such that P(X

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Let X be a continuous R.V. with
gaussian distribution, i.e.
X~N(μ,o^2)=N(1000,2500). (1)
Find the P(900<X≤1100). (2)
Determine the value of y such that
P(X>y)=0.8599. (3) The value of w
such that P(X<w)=0.9406.
Transcribed Image Text:Let X be a continuous R.V. with gaussian distribution, i.e. X~N(μ,o^2)=N(1000,2500). (1) Find the P(900<X≤1100). (2) Determine the value of y such that P(X>y)=0.8599. (3) The value of w such that P(X<w)=0.9406.
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