To determine useful category limits for your data, use Excel's built-in functic to find the following: 1. Number of data points in the sample: а. Median value of the sample data: С. Mean value of the sample data: b.

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
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To determine useful category limits for your data, use Excel's built-in functions
to find the following:
1.
Number of data points in the sample:
а.
b.
Median value of the sample data:
C.
Mean value of the sample data:
d.
Standard deviation of the sample data:
Generate the histogram for the data using the given bin table:
е.
Bins:
6869.75
7433.50
7997.25
8561.00
9124.75
9688.50
10252.25
10816.00
Transcribed Image Text:To determine useful category limits for your data, use Excel's built-in functions to find the following: 1. Number of data points in the sample: а. b. Median value of the sample data: C. Mean value of the sample data: d. Standard deviation of the sample data: Generate the histogram for the data using the given bin table: е. Bins: 6869.75 7433.50 7997.25 8561.00 9124.75 9688.50 10252.25 10816.00
f.
Determine the modal category for the data using the histogram and frequency table.
Identify this category by its lower and upper limits. Comment on the general
shape of the distribution.
g.
Create an interval that is two standard deviations wide around the mean: x+2s
Value of 2s:
x – 2s =
X +2s =
h.
Suppose that we establish criteria for outliers in the sample data as those values
that lie outside of the interval that is two standard deviations around the mean,
as calculated in part (g) above. Comment on whether or not the sample data
has outliers, using whole sentences and citing numerical values that are informative
Transcribed Image Text:f. Determine the modal category for the data using the histogram and frequency table. Identify this category by its lower and upper limits. Comment on the general shape of the distribution. g. Create an interval that is two standard deviations wide around the mean: x+2s Value of 2s: x – 2s = X +2s = h. Suppose that we establish criteria for outliers in the sample data as those values that lie outside of the interval that is two standard deviations around the mean, as calculated in part (g) above. Comment on whether or not the sample data has outliers, using whole sentences and citing numerical values that are informative
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