Find P(-6<X<-1) if X~N(-4,15).
(Write not only an answer but and an explanation.)
Solution :
Given that,
Since, the normal distribution has the form , therefore
We have to find P(-6 < X < -1).
P(-6 < X < -1) = P(X < -1) - P(X ≤ -6)
We know that if X ~ N(μ, σ2) then,
Using "pnorm" function of R we get,
P(Z < 0.7746) = 0.7807 and P(Z ≤ -0.5164) = 0.3028
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