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1. Construct a histogram for the data from Example 2.1.2 (p. 7) using a dif ferent class width than was used in the example. The data are stored in surf area .txt.
2. A company wants to give one of its raw material suppliers a measure of how well a process is running with a new raw material. On a scale of 1 10 they rate a number of key areas of the process and average those ratings. This average is then given to the supplier as a measure of the success of the raw material. The data for the ratings are stored in rat ings. txt.
(a). Construct a histogram for these data.
(b). Write a description of the distribution for the ratings.
question when certain quantities are measured the last digits tend to be uniformly distributed but if they are
it is estimated that 56 of the children between the ages of 3 and 5 years are already enrolled in school. in a sample
a pollster conducts a survey to determine the proportion of voters who favor his candidate. out of 1447 people surveyed
the U.S. economic system will be able to rebound following the recession of 2009-2010. Create a scale of each of the following types:Constant-sum scale and Likert-type summated scale.
a golf course architect has five linden trees three white birch trees and three bald cypress trees to plant in a row
Construct the network for this project and determine the activity schedule. Identify critical path and determine the expected project duration time and variance. What is the probability that the program can be completed within 4 months?
consider the following results for independent samples taken from two populations.sample 1 n1400 p10.48sample 2 n2300
what is the critical f value for a sample of six observations in the numerator and four in the denominator? use a
A newspaper reports that the gover- nor's approval rating stands at 65%. The article adds that the poll is based on a random sample of 972 adults and has a margin of error of 2.5%. What level of confidence did the pollsters use?
A random sample of 100 automobiles has a mean speed of 36 miles per hour and a standard deviation of 5 miles per hour. Is there enough evidence to support the claim at alpha=0.05?
assume you are employed by a consumer-products rating service and your assignment is to assess car batteries. for this
Compute the Pearson correlation. Multiply each X value by 2 and compute the Pearson correlation for the modified scores.
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