When designing
an environment, one common criterion is to use a design that accommodates 99%
of the population. How high should doorways be it 99% of men will fit through
without bending or bumping their head? That is, find the 99th percentile of
heights of men. Heights of men are normally distributed with a mean of 70 inch,
and a standard deviation of 2 inch. Choose the best answer.

Question

When designing
an environment, one common criterion is to use a design that accommodates 99%
of the population. How high should doorways be it 99% of men will fit through
without bending or bumping their head? That is, find the 99th percentile of
heights of men. Heights of men are normally distributed with a mean of 70 inch,
and a standard deviation of 2 inch.  Choose the best answer.

Answer

z = 2.327 and x = 74.654, thus a door height of 77 inches will fit 100% of the population

Answer

z = 2.307 and x = 74.614, thus a door height of 75 inches will fit 99% of the population

Answer

z = 2.317 and x = 74.714, thus a door height of 75 inches will fit 99% of the population

Answer

z = 2.427 and x = 74.654, thus a door height of 75 inches will fit 99% of the population

Answer

z = 2.327 and x = 74.454, thus a door height of 75 inches will fit 99% of the population

Answer

z = 2.327 and x = 76.54, thus a door height of 75 inches will fit 99% of the population

Answer

z = 2.41 and x = 74.654, thus a door height of 75 inches will fit 99% of the population

Answer

z = 2.307 and x = 74.654, thus a door height of 75 inches will fit 99% of the population

Answer

z = 2.307 and x = 74.614, thus a door height of 74.6 inches will fit 99% of the population

Answer

z = 2.327 and x = 74.654, thus a door height of 75 inches will fit 99% of the population

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When designing an environment, one common criterion is to use a design that acc...

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