(...) a) Describe the snape or the distribution. For the purposes of this exercise, consider the mean and the median to be approximately equal if their aimerence is less han 1. Choose the correct answer below. A. Because the mean is less than the median, this distribution's shape is left-skewed. OB. Because the mean is greater than the median, this distribution's shape is right-skewed. O C. Because the mean is greater than the median, this distribution's shape is left-skewed. O D. Because the mean and median are approximately equal, this distribution's shape is symmetrical.
(...) a) Describe the snape or the distribution. For the purposes of this exercise, consider the mean and the median to be approximately equal if their aimerence is less han 1. Choose the correct answer below. A. Because the mean is less than the median, this distribution's shape is left-skewed. OB. Because the mean is greater than the median, this distribution's shape is right-skewed. O C. Because the mean is greater than the median, this distribution's shape is left-skewed. O D. Because the mean and median are approximately equal, this distribution's shape is symmetrical.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
Hello. Can someone help me with question D? What is the shape of the distribution for the data values?

Transcribed Image Text:Consider the following data values.
18 65 0 21
a) Calculate the mean.
b) Calculate the median.
26 42 3
a) Describe the snape or the distribution. For the purposes of this exercise, consider the mean and the median to be approximately equal if their aimerence is less
than 1. Choose the correct answer below.
OA. Because the mean is less than the median, this distribution's shape is left-skewed.
B. Because the mean is greater than the median, this distribution's shape is right-skewed.
OC. Because the mean is greater than the median, this distribution's shape is left-skewed.
D. Because the mean and median are approximately equal, this distribution's shape is symmetrical.
Expert Solution

Step 1: Given Information:
It is given that
The data set is
18, 65, 0, 21, 26, 42, 3
Step by step
Solved in 3 steps with 1 images

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