Heights of men and women in the U.S. are normally distributed.
Recent information shows:
Adult men heights: µ = 69.6 inches with σ = 3
inches.
Adult women heights: µ = 64.1 inches with σ = 2.7 inches.
A. |
6.62
|
B. |
0.1414
|
C. |
0.8002
|
D. |
5.75
|
E. |
65
|
F. |
79
|
- A.
B. C.
D. E.
F. |
If a woman is selected at random from the U.S. population, what
is the probability that she is taller than 67 inches?
|
- A.
B. C.
D. E.
F. |
If a woman is selected at random from the U.S. population, what
is the probability that she is between 61 and 68 inches tall?
|
- A.
B. C.
D. E.
F. |
What percent of women in the U.S. are either shorter than 5 feet
or taller than 6 feet?
|
- A.
B. C.
D. E.
F. |
Find the female height, in inches, of the U.S. population that
represents the 62nd percentile.
|
- A.
B. C.
D. E.
F. |
Find the cutoff height, in feet, for a woman to be in the top 8%
of female heights in the US.
|
- A.
B. C.
D. E.
F. |
What percent of men are 6 feet or shorter?
|
|