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Activity 2: How many colleges are you applying to? 1. Record the data for the class here. 2. Create a dot plot of the data below. 3. What is the range of the data? 4. Calculate the mean and median for the set of data. Compare them. Mean: Median: 4. A new student joins our class and wants to apply to 40 colleges. Without calculating, how would this affect our median? Mean? When data sets are When data sets are Key Takeaway usually the MEAN is a better measure of center. usually the MEDIAN is a better measure of center.

Activity 2: How many colleges are you applying to? 1. Record the data for the class here. 2. Create a dot plot of the data below. 3. What is the range of the data? 4. Calculate the mean and median for the set of data. Compare them. Mean: Median: 4. A new student joins our class and wants to apply to 40 colleges. Without calculating, how would this affect our median? Mean? When data sets are When data sets are Key Takeaway usually the MEAN is a better measure of center. usually the MEDIAN is a better measure of center.

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Activity 2: How many colleges are you applying to? 1. Record the data for the class here. 2. Create a dot plot of the data below. 3. What is the range of the data? 4. Calculate the mean and median for the set of data. Compare them. Mean: Median: 4. A new student joins our class and wants to apply to 40 colleges. Without calculating, how would this affect our median? Mean? When data sets are When data sets are ★ Key Takeaway ★ usually the MEAN is a better measure of center. usually the MEDIAN is a better measure of center.
Transcribed Image Text:Activity 2: How many colleges are you applying to? 1. Record the data for the class here. 2. Create a dot plot of the data below. 3. What is the range of the data? 4. Calculate the mean and median for the set of data. Compare them. Mean: Median: 4. A new student joins our class and wants to apply to 40 colleges. Without calculating, how would this affect our median? Mean? When data sets are When data sets are ★ Key Takeaway ★ usually the MEAN is a better measure of center. usually the MEDIAN is a better measure of center.
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