统计概念问题 ,If X follows a normal distribution with μ=30 ,σ=5 ,t
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统计概念问题 ,
If X follows a normal distribution with μ=30 ,σ=5 ,then P(X=40)?
a. 0.0108 b.0 c. 0.4772 d. 0.5 e.none of the above
the location of a nomal curve is determined by
a.mean b.range c.standard deviation d.variance e.none of a above
the shape of a nomal curve is determined by
a.mean b.range c.standard deviation d.mode e.none of a above
4.which one of the following distributions is a special case of Gamma distribution
a.exponential b.uniform c.chi-square d.both(A)and (B) e.both (A)and (C)
5.the number of collisions at sea in year is Possion distributed.THus,the length of time between collisions follow:
a. a Poisson distribution b.a nomal distribution c.an exponential distribution d.a Bernoulli distribution e.none of the above
If X follows a normal distribution with μ=30 ,σ=5 ,then P(X=40)?
a. 0.0108 b.0 c. 0.4772 d. 0.5 e.none of the above
the location of a nomal curve is determined by
a.mean b.range c.standard deviation d.variance e.none of a above
the shape of a nomal curve is determined by
a.mean b.range c.standard deviation d.mode e.none of a above
4.which one of the following distributions is a special case of Gamma distribution
a.exponential b.uniform c.chi-square d.both(A)and (B) e.both (A)and (C)
5.the number of collisions at sea in year is Possion distributed.THus,the length of time between collisions follow:
a. a Poisson distribution b.a nomal distribution c.an exponential distribution d.a Bernoulli distribution e.none of the above
e,a,c,c,a
再问: 请问怎样计算μ=30 , σ=5 ,then P(X=40)
再问: 请问怎样计算μ=30 , σ=5 ,then P(X=40)
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