Given that the force per unit area that may cause a bone fracture is 109 dyne/cm2,the minimum height from which a 70-kg man would jump and consequently has a fracture if he falls flat on his heels (the area of impact is 2 cm² and the impact time is 0.01 s) is: O a. 4.16 m O b. 4.16 cm Oc. 41.6 cm O d. 41.6 m

Given that the force per unit area that may cause a bone fracture is 109 dyne/cm2,the minimum height from which a 70-kg man would jump and consequently has a fracture if he falls flat on his heels (the area of impact is 2 cm² and the impact time is 0.01 s) is: O a. 4.16 m O b. 4.16 cm Oc. 41.6 cm O d. 41.6 m

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Description: Given that the force per unit area that may cause a bone fracture is 109 dyne/cm2,the minimum height from which a 70-kg man wouldjump and consequently has a fracture if he falls flat on his heels (the area of impact is 2 cm² and the impact time is 0

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ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

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Given that the force per unit area that may cause a bone fracture is 109 dyne/cm2,the minimum height from which a 70-kg man would
jump and consequently has a fracture if he falls flat on his heels (the area of impact is 2 cm² and the impact time is 0.01 s) is:
O a. 4.16 m
O b. 4.16 cm
O C. 41.6 cm
O d. 41.6 m

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