Part one; box office totals (The data is up 50 highest grossing films (as of 2021). Box office totals are measured in billions of dollars. -identify the variables. -create a histogram of the box office totals. -report the mean, Standard deviation, and five number summary. -both the mean and median describe the centers of the data set. Discuss why one value is larger than the other from the box office totals. -is the standard deviation or quartile a better description for the spread of the data set? In general, when is the standard deviation a good representation of the spread? In general, when are the quartiles a good representation of the spread? -Describe the distribution of the box office totals. This should address the overall pattern, shape, center, and spread.  
Part one; box office totals (The data is up 50 highest grossing films (as of 2021). Box office totals are measured in billions of dollars. -identify the variables. -create a histogram of the box office totals. -report the mean, Standard deviation, and five number summary. -both the mean and median describe the centers of the data set. Discuss why one value is larger than the other from the box office totals. -is the standard deviation or quartile a better description for the spread of the data set? In general, when is the standard deviation a good representation of the spread? In general, when are the quartiles a good representation of the spread? -Describe the distribution of the box office totals. This should address the overall pattern, shape, center, and spread.  
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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Part one; box office totals
(The data is up 50 highest grossing films (as of 2021). Box office totals are measured in billions of dollars.
-identify the variables.
-create a histogram of the box office totals.
-report the mean , Standard deviation, and five number summary .
-both the mean and median describe the centers of the data set. Discuss why one value is larger than the other from the box office totals.
-is the standard deviation or quartile a better description for the spread of the data set? In general, when is the standard deviation a good representation of the spread? In general, when are the quartiles a good representation of the spread?
-Describe the distribution of the box office totals. This should address the overall pattern, shape, center, and spread.



Transcribed Image Text:Rank
Title
Year
Revenue in billions
1 Avatar
2009
$2.85
2 Avengers: E
2019
$2.80
3 Titanic
1997
$2.19
4 Star Wars:
5 Avengers: Ii
6 Jurassic Wc
2015
$2.07
$2.05
$1.67
2018
2015
7 The Lion Kir
2019
$1.66
$1.52
$1.52
8 The Avenge
2012
9 Furious 7
2015
10 Frozen II
2019
$1.45
11 Avengers: A
2015
$1.40
12 Black Panth
2018
$1.35
2011
$1.34
$1.33
$1.31
$1.29
13 Harry Potte
14 Star Wars:
2017
15 Jurassic Wc
2018
16 Frozen
2013
17 Beauty and
2017
$1.26
$1.24
$1.24
$1.21
$1.16
18 Incredibles
2018
19 The Fate of
2017
20 Iron Man 3
2013
21 Minions
2015
2016
$1.15
22 Captain Am
23 Aquaman
2018
$1.15
24 The Lord of
2003
$1.15
25 Spider-Man
2019
$1.13
26 Captain Ma
2019
$1.13
27 Transforme
2011
$1.12
28 Skyfall
2012
$1.11
$1.10
$1.08
29 Transforme
2014
30 The Dark Kr
2012
$1.07
$1.07
$1.07
31 Joker
2019
32 Star Wars:
2019
33 Toy Story 4
2019
34 Toy Story 3
2010
$1.07
35 Pirates of th
2006
$1.07

Transcribed Image Text:36 Rogue One:
2016
$1.06
$1.05
$1.05
$1.03
37 Aladdin
2019
38 Pirates of tł
2011
39 Despicable
2017
40 Jurassic Par
1993
$1.03
41 Finding Dor
2016
$1.03
42 Star Wars: I
1999
$1.03
$1.03
$1.02
$1.02
43 Alice in Wo
2010
44 Zootopia
2016
45 The Hobbit:
2012
2001
$1.01
46 Harry Potte
47 The Dark Kr
$1.01
$0.98
2008
2010
48 Harry Potte
49 Despicable
$0.97
$0.97
2013
1994
50 The Lion Kir
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