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Question: 1) Suppose that the frequency distribution of daily high temperatures in a city are normally distributed with a mean of 60 degrees. Suppose that roughly one day every two years has a high temperature of 90-degrees or warmer. If this is the case, what is the approximate standard deviation of daily high temperatures? 2) Suppose that the frequency distribution of daily high temperatures in a city are normally distributed with a mean of 60 degrees. If approximately 9 days in a year have a daily temperature of 100 degrees and above, then what is the standard deviation of daily high temperatures? These questions are very similar, and I wonder how to find approximate standard deviation without a data set? The only information from the question is the mean and the highest temperature. Are the days mentioned in the question matters to find the answer? By how?
1. The women and Children's hospital has a lab which is heavily secured as it contains many animals for scientific testing. In a particular lab, there are two sets of genetica
Interpret the coefficients - what does the regression line tell you about the heights of sons of tall fathers - what is the standard error of estimate? Interpret its value.
A trucking firm must transport exactly 900,800,700, and 1,000 units of a product to four cities: A, B, C, D. The product is manufactured and supplied in two other cities, X a
The customer will pay you a flat fixed rate per session (Per Session Price.) If your profit markup is 20%, what will be the Total Price, the Per Session Price, and at what s
Keep your eyes and ears open as you read or listen to the news this week. Find/discover an example of statistics in the news to discuss the following statement that represents
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One way to find probabilities from a Standard Normal Distribution is to use probability tables, which are located inside the front cover of your textbook.According to the tabl
Purpose: One of the objectives of this class is to make students better consumers of the information they are presented with. Knowing how to interpret poll results is an
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