Calculate the means and standard deviations of:37, 26, 19, 21, 19, 25, 17 O a. 3; 7.141 b. 3;2.414 3; 6.9 23.4, 6.321 O C. d.
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- 3) For population standard deviation = 3 and a population mean = 10, find the z scores for the following x: A) x = 11 B) x = 8 C) x = 19 D) x = 2The coin size data (measured in millimeters) collected from each group is shown below. Low Income High Income 29 16 20 22 18 14 22 19 19 28 26 19 15 16 14 19 21 12 24 20 33 23 26 18 27 19 22 22 20 20 22 25 20 21 24 You can copy the data into Excel by highlighting the data, right-clicking and selecting Copy, then opening Excel, clicking on a blank cell, and selecting Paste from the Edit menu. Give your answers to at least 3 decimal places accuracy. Keep the data in Excel, as you will need this information again in later questions. 2 Cammnute tha falIlewin sumn Mu atatinticoConsider a population of 800 values that are normally distributed with a mean of 80 and standard deviation of 5. To the nearest integer, how many values are between 75 and 83? a) 454 b) 567 c) 665 d) 756
- For a population with a mean equal to 200 and a standard deviation equal to 30, calculate the standard error of the mean for the following sample sizes. a) 20 b) 40 c) 60 a) The standard error of the mean for a sample size of 20 is (Round to two decimal places as needed.) b) The standard error of the mean for a sample size of 40 is (Round to two decimal places as needed.) c) The standard error of the mean for a sample size of 60 isWhat is the solution?Suppose the population mean IQ is equal to 100, with standard deviation equal to 15. You sample 25 individuals from this population and treat them with a “magic pill” that you're hoping makes them more intelligent. For which value of the sample mean computed on this sample would computing a p-value result in the largest value for “p” possible? a) 0 b) 100 c) 25 d) 15 e) 101
- You are asked to compare the means of two data sets, A and B, with standard deviations that are not significantly different. The number of measurements in each data set is nA and nB, respectively. The number of degrees of freedom is a) nA-nB b) nA+nB+2 c)nA+nB-2 d)nA+nB-1 e)nA+nBPlease respond to the following: The following are the scores on Dr. Grant’s Professional Foundations of Public Health Quiz (Scores out of 10 possible points): Student 1 8 Student 2 4 Student 3 10 Student 4 2 Student 5 4 Student 6 7 Student 7 7 Student 8 5 Student 9 1 Student 10 10 Student 11 8 Student 12 9 Student 13 3 Student 14 2 Student 15 8 A) What is the mean score of the class? B) What is the mode? C) What is the median? D) Is this a positive or negative skew distribution? Explain.It is reported that a survey had a standard error of the mean of 20, and it is assumed that the population standard deviation is 500. Using this information, determine the size of the sample that was used in this survey. a) 300 b) 200 c) 400 O d) 500 () e) None of the answers are correct
- Q.2 A random sample of marks scored by students during Mid Semester Exam are as follows. 12, 15, 18, 11, 16, 14, 9, 17, 18, 19, 11, 12, 15, 18, 11, 16, 14, 9, 17, 18, 19, 11, 12, 15, 18, 11, 16, 14, 9, a) Construct a table that gives the frequency distribution of this data. b) Construct a table that gives the relative frequency distribution of this data. c) Construct a frequency histogram of this data. d) Construct a relative frequency histogram of this data. e) Find the sample mean for this data set. ) Find the median of this data set. g) Find the mode of this data set. h) Find the sample standard deviation of this data set. i) Construct an ogive curve of this data.6. For a population with a standard deviation of o = 20, how large a sample is necessary to have a standard error that is: a. less than or equal to 5 points? b. less than or equal to 2 points? c. less than or equal to i pint?1. A group of 500 volunteers recorded an average age of 21.5 years and standard deviation of 9.6 years. Assumed the distribution is normally distributed. d) If 2.5% of the volunteers are older than Shirley how old is she? e) Between what ages is the middle 40% of the volunteers?