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Frequency distribution please help

Frequency distribution please help

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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Frequency distribution please help

Frequency B. _How many students had a weight equal to or less than 64? C. How many students had a weight less than 64? 3. Below is a frequency histogram. The labels on the horizontal axis are the midpoints of the bars. 15 5. 47 52 57 62 72 82 LL Score 87 92 97 A. For the bar with a midpoint of 72, what are the apparent limits? B. For this same bar, what are the real limits? C. What bin width was used in this histogram? D. The lower apparent limit for the first bar is 45. The actual values in that interval are 45, 49, and 49 (these data are not shown). Imagine the values were 46, 49, and 49. According to the guidelines for making histograms, the lower apparent limit would still be 45. Why? E. Is the distribution skewed or symmetrical? If is skewed, is it skewed positively or negatively? Question 3 adapted from: Pagano, R.R. (2010). Understanding Statistics in the Behavioral Sciences (9th ed.). Belmont, CA: Wadsworth.
Transcribed Image Text:Frequency B. _How many students had a weight equal to or less than 64? C. How many students had a weight less than 64? 3. Below is a frequency histogram. The labels on the horizontal axis are the midpoints of the bars. 15 5. 47 52 57 62 72 82 LL Score 87 92 97 A. For the bar with a midpoint of 72, what are the apparent limits? B. For this same bar, what are the real limits? C. What bin width was used in this histogram? D. The lower apparent limit for the first bar is 45. The actual values in that interval are 45, 49, and 49 (these data are not shown). Imagine the values were 46, 49, and 49. According to the guidelines for making histograms, the lower apparent limit would still be 45. Why? E. Is the distribution skewed or symmetrical? If is skewed, is it skewed positively or negatively? Question 3 adapted from: Pagano, R.R. (2010). Understanding Statistics in the Behavioral Sciences (9th ed.). Belmont, CA: Wadsworth.
S85 Name Frequency Distributions 1. Answer the following questions about the frequency distribution below: Frequency 2. 2 4. 2. (Adapted from https://www.mathsisfun.com/data/mean-frequency-table.html) 1. A. What is the total number of scores? 14 B. What is EX? C. What is EX? 2. Below is a table of weights for 30 students (adapted from http://www.mathsteacher.com.au/year10/ch16 statistics/06 tables/24tables.htm). Weight in kg Frequency (f) (X) 70 - 74 2 65-69 4. 60-64 55-59 50 - 54 45-49 4. 40 -44 2. Answer the following questions; if the answer cannot be determined from these data, then indicate that. A. How many students had a weight greater than 54?
Transcribed Image Text:S85 Name Frequency Distributions 1. Answer the following questions about the frequency distribution below: Frequency 2. 2 4. 2. (Adapted from https://www.mathsisfun.com/data/mean-frequency-table.html) 1. A. What is the total number of scores? 14 B. What is EX? C. What is EX? 2. Below is a table of weights for 30 students (adapted from http://www.mathsteacher.com.au/year10/ch16 statistics/06 tables/24tables.htm). Weight in kg Frequency (f) (X) 70 - 74 2 65-69 4. 60-64 55-59 50 - 54 45-49 4. 40 -44 2. Answer the following questions; if the answer cannot be determined from these data, then indicate that. A. How many students had a weight greater than 54?
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