The accompanying data table lists results from car crash tests. Included in results from car crash tests are loads​ (pounds) on the left femur and right​ femur, and those values are shown in the table below. What characteristic of the data suggests that the appropriate method of analysis is​ two-way analysis of​ variance? That​ is, what is​ "two-way" about the data entered in the​ table?     A. The load values are categorized using two different factors of femur​ (left or​ right) and size of car​ (small, midsize, or​ large).   B. The data is measured in​ pounds, part of the imperial​ system, which is inherently​ two-way.   C. There are two possiblities for the​ femur, either left or right.   D. In this​ case, the appropriate method of analysis is not​ two-way analysis of variance.

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter9: Sequences, Probability And Counting Theory
Section9.7: Probability
Problem 2SE: What is a sample space?
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Question
100%
 
Small
Midsize
Large
 
Left Femur
1183
288
328
709
603
246
333
401
315
302
298
812
281
409
216
1643
740
881
936
883
470
Left Femur
Right Femur
1263
325
445
1043
1477
1047
454
843
710
132
237
689
909
548
751
1206
775
552
672
555
291
Right Femur
 
Small
Midsize
Large
 

 

The accompanying data table lists results from car crash tests. Included in results from car crash tests are loads​ (pounds) on the left femur and right​ femur, and those values are shown in the table below. What characteristic of the data suggests that the appropriate method of analysis is​ two-way analysis of​ variance? That​ is, what is​ "two-way" about the data entered in the​ table?

 

 
A.
The load values are categorized using two different factors of femur​ (left or​ right) and size of car​ (small, midsize, or​ large).
 
B.
The data is measured in​ pounds, part of the imperial​ system, which is inherently​ two-way.
 
C.
There are two possiblities for the​ femur, either left or right.
 
D.
In this​ case, the appropriate method of analysis is not​ two-way analysis of variance.
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