Chapter 2: Q 4.2. (page 103)
About what proportion of observations lie between and ?

Short Answer
The proportion of observation lies between 7 and is
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Chapter 2: Q 4.2. (page 103)
About what proportion of observations lie between and ?

The proportion of observation lies between 7 and is
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Tall or short? Mr. Walker measures the heights (in inches) of the students in one of his classes.
He uses a computer to calculate the following numerical summaries: Next, Mr. Walker has his entire class stand on their chairs, which are inches off the ground. Then he measures the distance from the top of each student’s head to the floor.
(a) Find the mean and median of these measurements. Show your work.
(b) Find the standard deviation and IQR of these measurements. Show your work.

Follow the method shown in the examples to answer each of the following questions. Use your calculator or the Normal Curve applet to check your answers.
1. Cholesterol levels above may require medical attention. What percent of -year-old boys have more than of cholesterol?
T2.5. The average yearly snowfall in Chillyville is Normally distributed with a mean of inches. If the snowfall in Chillyville exceeds inches in of the years, what is the standard deviation?
(a) inches
(d) inches
(b) inches
(c) The standard deviation
(c) inches cannot be computed from the given information.
Density curves Sketch a density curve that might describe a distribution that is symmetric but has two peaks.
R2.9 low-birth-weight babies Researchers in Norway analyzed data on the birth weights of 400,000 newborns over a 6-year period. The distribution of birth weights is Normal with a mean of 3668 grams and a standard deviation of 511 grams. 17 Babies that weigh less than 2500 grams at birth are classified as "low birth weight."
(a) What percent of babies will be identified as having low birth weight? Show your work.
(b) Find the quartiles of the birth weight distribution. Show your work.
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