The z scores for the individuals with the minimum and maximum number of letters in their first name are more similar in magnitude (in other words, their absolute values are more similar) than the z scores of the individuals with the maximum or minimum number of hours of TV watched. Why is this?
The frequency for 3 and 10 number of letters is 1 and 2. Similarly, frequency for 4 and 5 are also close. infact we can see that the number of letters in their first name follows symmetric distribution .
However the frequency for the number of hours of TV watched is decreasing as the number of hours increases. That is the distribution of number of hours of TV watched is asymmetric.
Hence the z scores are of same magnitude for the individuals with minimum and maximum number of letters in their first name.
The z scores for the individuals with the minimum and maximum number of letters in their...
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7. (a) Find the number of arrangement of the letters in the word DIFFERENTIAL 2 marks] (i) In one selection session, how many ways to choose 11 football players from 2 marks] (b) 20 players? (ii) How many ways to choose one player for goalkeeper, four defenders, four midfielders and two attackers from the 11 players chosen? 2 marks] (iii) How many ways to arrange five players in the first row and the goalkeeper...
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2. A consumer survey randomly selects 2000 people and asks them about their income and their television-watching habits. The results are shown in the following table. The numbers within the table reflect people in various categories of TV-watching and annual income. As a reward for participation, each person is given a small prize. Then the names are placed in a box and one name is randomly selected to receive the grand prize...
For the following scenarios, please tell me what the minimum sample size needed is, rounded up to the nearest integer (e.g., if your answer is 51.3, round it up to 52). Remember that you cannot survey a fraction of a person – it has to be a whole person. If you round down, then you won’t have the minimum amount of precision needed, so you must round up. For the z-scores, refer to table provided Confidence Level z-score 90% 1.65...
94 Normal Probability Distributions z-scores see page 241-259 Draw the appropriate standard normal graph for each part. the z-scores to answer the following Each graph is 2 points out of 4 points each. Use colge was 159.S72 pounds, and the standard deviation the weights are normally distributed, calculate approximately how many a. Th e mean weight of 500 male stu weighed less than 170.2; pounds (Hint: Calculate the probability, for 1 student up to the next whole numb eraomy selected...
Find the indicated critical z value. the value of zan that corresponds to a confidence level of 97 80% Use the given degree of confidence 2) Of 88 selected and sample data to construct a confidence interval for the population proportion p adults selected randomly from one town 69 have health insurance. Find a 90% confidence interval for the true proportion of all adults in the town who have health insurance the given degree of confidence and sample data to...
A group of researchers at a media consulting firm are interested
in understanding the factors that shape TV viewing behavior. The
researchers collect data from a random sample of 699 adult
respondents over age 40 in the United States. The research
consultants hypothesize that individuals' income levels influence
how much television they watch per day. The dataset includes a
variable capturing each person's annual income in thousands of
dollars (i.e. one unit = $1000). Their dataset also includes a
measure...
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answers
1. IQ scores are normally distributed with a mean of 100 and a standard deviation of 15. a. What percentage of scores is between 55 and i 15? b. In a group of 20,000 randomly selected individuals, how many have an IQ score of 130 or more? 2. A Honda Civic has its gas mileage (in miles per gallon, or mpg) normally distributed, with a mean of 33 mpg and a standard deviation of...
A. What is the b (slope) for education? (-0.220 / 0.066 / -0.255
/ 0.043)
B. Is there a positive or negative relationship
between education and television viewing hours? (Negative /
Positive)
C. What is the b (slope) for number of children?
(-0.220 / 0.066 / -0.255 / 0.043)
D. Is there a positive or negative relationship between number
of children and television viewing hours? (Negative / Positive)
E. What is the equation for multiple regression?
-a=mean of y-slope(mean of x)
-b=...
Label and answer all
parts.
The select an answer for the shape is either "normally
distributed or not normally distributed"
The first select an answer for the last question is either
"large or small" and the second select an answer for the last
question is either "is or is not".
In 2012, Nielsen conducted a study of Netflix use. Respondents were asked what they were primarily watching - movies, TV shows, or both equally. The study showed that 19.4% of...
Question 5 (10 points): The number of television viewing hours per household is one factor affecting television advertising income. A random sample of 20 households in a particular viewing area produced the following estimates of viewing hours per household: 3.2 6.0 6.5 8.3 4.2 5.5 6.0 1.0 3.5 4.0 7.5 5.2 9.5 8.0 3.5 9.0 3.0 65 2.4 5.0 (a) Find the mean and standard deviation for these 20 viewing hours per household. To speed up your calculation, you are...