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...




































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.




Jun 09, 2022
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