a) To the left of z = 1.645
The shaded region represents the area to the left of 1.645 , it is approximately 0.95
To find the actual area to the left of 1.645 using Statcruch , go to Stat menu ---> calculators --->Normal
Then plug the Mean = 0 and Std.dev = 1
Set equation P ( x ≤ 1.645 ) then click on compute.
P ( x ≤ 1.645 ) = 0.950015
So estimated area = 0.95 and actual area = 0.950015
b) To the right of z = 1.645
The shaded region represents the area to the left of 1.645 , it is approximately 0.05
To find the actual area to the left of 1.645 using Statcruch , go to Stat menu ---> calculators --->Normal
Then plug the Mean = 0 and Std.dev = 1
Set equation P ( x > 1.645 ) then click on compute.
P ( x ≤ 1.645 ) = 0.049985
So estimated area = 0.05 and actual area = 0.049985
Sketch and label, and estimate the proportion of the normal curve indicated. Then use StatCrunch. a)...
Sketch and label the curve, and estimate the probability. Then use StatCrunch. Estimate Actual a) P(-1 <Zs 1) b) P(Z<-1)
Sketch and label, and estimate the z-score(s). Then use StatCrunch. a) That corresponds to a left tail area of 0.05 b) That separate the middle 90% of the area from area in the tails
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