Alaska 11.78 Arizona 13.30 Arkansas 15.47 California 3.47 Colorado 11.52 Connecticut 4.72 Delaware 6.85 District of Columbia 6.10 Florida 6.28 Georgia Hawaii 8.52 18.63 Idaho 11.95 Illinois 16.08 Indiana 10.99 Iowa 14.38 Kansas 7.12 Kentucky 14.76 Louisiana 1.87 Maine 7.65 Maryland 7.54 Massachusetts 1.87 Michigan 16.38 Minnesota 13.04 Mississippi 10.41 Missouri 11.41 Montana 11.79 Nebraska 6.08 Nevada 14.05 New Hampshire 16.84 New Jersey 13.51 New Mexico 20.50 New York 8.66 North Carolina 1.87 North Dakota 8.71 Ohio 1.87 Oklahoma 1.87 Oregon 7.93 Pennsylvania Rhode Island 6.36 3.14 South Carolina 10.07 South Dakota 7.20 Tennessee 8.86 Техas 1.87 Utah 20.59 Vermont 6.91 Virginia 1.87 Washington 6.87 West Virginia 9.50 Wisconsin 14.66 Wyoming 13.15 n USE SALT (a) Use class intervals of $0 to <$3, $3 to <$6, $6 to <$9, etc., to create a relative frequency distribution for these data. (Round your answers for relative frequency to four decimal places.) Class Interval Frequency Relative Frequency $0 - <$3 6 x 0.1176 $3 - <$6 3 0.0588 $6 - <$9 16 0.3137 $9 - <$12 10 0.1961 $12- <$15 0.1765
Alaska 11.78 Arizona 13.30 Arkansas 15.47 California 3.47 Colorado 11.52 Connecticut 4.72 Delaware 6.85 District of Columbia 6.10 Florida 6.28 Georgia Hawaii 8.52 18.63 Idaho 11.95 Illinois 16.08 Indiana 10.99 Iowa 14.38 Kansas 7.12 Kentucky 14.76 Louisiana 1.87 Maine 7.65 Maryland 7.54 Massachusetts 1.87 Michigan 16.38 Minnesota 13.04 Mississippi 10.41 Missouri 11.41 Montana 11.79 Nebraska 6.08 Nevada 14.05 New Hampshire 16.84 New Jersey 13.51 New Mexico 20.50 New York 8.66 North Carolina 1.87 North Dakota 8.71 Ohio 1.87 Oklahoma 1.87 Oregon 7.93 Pennsylvania Rhode Island 6.36 3.14 South Carolina 10.07 South Dakota 7.20 Tennessee 8.86 Техas 1.87 Utah 20.59 Vermont 6.91 Virginia 1.87 Washington 6.87 West Virginia 9.50 Wisconsin 14.66 Wyoming 13.15 n USE SALT (a) Use class intervals of $0 to <$3, $3 to <$6, $6 to <$9, etc., to create a relative frequency distribution for these data. (Round your answers for relative frequency to four decimal places.) Class Interval Frequency Relative Frequency $0 - <$3 6 x 0.1176 $3 - <$6 3 0.0588 $6 - <$9 16 0.3137 $9 - <$12 10 0.1961 $12- <$15 0.1765
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

Transcribed Image Text:State
Cost per Month (dollars)
Alabama
9.91
Alaska
11.78
Arizona
13.30
Arkansas
15.47
California
3.47
Colorado
11.52
Connecticut
4.72
Delaware
6.85
District of Columbia
6.10
Florida
6.28
Georgia
8.52
Hawaii
18.63
Idaho
11.95
Illinois
16.08
Indiana
10.99
Iowa
14.38
Kansas
7.12
Kentucky
14.76
Louisiana
1.87
Maine
7.65
Maryland
7.54
Massachusetts
1.87
Michigan
16.38
Minnesota
13.04
Mississippi
10.41
Missouri
11.41
Montana
11.79
Nebraska
6.08
Nevada
14.05
New Hampshire
16.84
New Jersey
13.51
New Mexico
20.50
New York
8.66
North Carolina
1.87
North Dakota
8.71
lOhio
1.87
Oklahoma
1.87
Oregon
7.93
Pennsylvania
6.36
Rhode Island
3.14
South Carolina
10.07
South Dakota
7.20
Tennessee
8.86
Texas
1.87
Utah
20.59
Vermont
6.91
Virginia
1.87
Washington
West Virginia
6.87
9.50
Wisconsin
14.66
Wyoming
13.15
In USE SALT
(a) Use class intervals of $0 to <$3, $3 to <$6, $6 to <$9, etc., to create a relative frequency distribution for these data. (Round your answers for relative frequency to four decimal places.)
Class Interval Frequency
Relative Frequency
$0 - <$3
6
0.1176
$3 - <$6
0.0588
$6 - <$9
16
0.3137
$9 - <$12
10
0.1961
$12- <$15
9
0.1765
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