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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? Click on the icon to view the data table. Choose the correct answer below. Car Crash Test Data - X O A. There are two possiblities for the femur, either left or right. O B. The load values are categorized using two different factors of femur (left or right) and size of car (small, midsize, or large). O C. The data is measured in pounds, part of the imperial system, which is inherently two-way. Small Midsize Large O D. In this case, the appropriate method of analysis is not two-way analysis of variance. 1194 401 215 288 319 1632 328 299 742 Left Femur 711 296 885 Left Femur 601 814 934 245 279 884 332 412 473 1262 843 754 322 710 1203 Right 444 133 770 1044 236 553 Right Femur Femur 1473 690 671 1047 909 557 453 547 290 Small Midsize Large Print Done