You hypothesize that people who play brain teasers are smarter than people who do notplay brain teasers. You compare intelligence scores in three groups: Sudoku Players,Crossword Players, and people who do not play brain teasers. The data is as follows: Sudoku Players ===== #100 101 102 103 104 105 108 110 113 100 Crossword Players ================== #103 104 103 #104 #105 #108 110 106 #105 104 No Brainteasers #85 100 #120 #115 100 #103 102 100 100 95 The sum of squares een samples for the data is 57.9 and the sum of squares within groups is 1070.0. What is the Mean of Squares within samples? Calculate to the nearest hundredths place (two decimal places).

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 23PPS
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QUESTION 16
You hypothesize that people who play brain teasers are smarter than people who do notplay brain teasers. You compare
intelligence scores in three groups: Sudoku Players, Crossword Players, and people who do not play brain teasers. The data is as
follows:
Sudoku Players
#100
101
=====
102
103
104
105
108
110
15=====
113
100
Crossword Players
103
#104
103
#104
#105
108
#110
106
#105
+=====
104
No Brainteasers
==========
185
100
#120
======
115
100
#103
#102
#100
100
95
57.9 and the sum of squares within groups is 1070.0.
The sum of squares between samples for the data
What is the Mean of Squares within samples? Calculate to the nearest hundredths place (two decimal places).
Transcribed Image Text:QUESTION 16 You hypothesize that people who play brain teasers are smarter than people who do notplay brain teasers. You compare intelligence scores in three groups: Sudoku Players, Crossword Players, and people who do not play brain teasers. The data is as follows: Sudoku Players #100 101 ===== 102 103 104 105 108 110 15===== 113 100 Crossword Players 103 #104 103 #104 #105 108 #110 106 #105 +===== 104 No Brainteasers ========== 185 100 #120 ====== 115 100 #103 #102 #100 100 95 57.9 and the sum of squares within groups is 1070.0. The sum of squares between samples for the data What is the Mean of Squares within samples? Calculate to the nearest hundredths place (two decimal places).
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