* Fracture point is represented by the breaking stress which has nothing to do with the length, it is simply Force per unit area hence same force is required to get the fracture point for a longer bone. Option (E) is correct.
* Angle of twist is given by = TL/JG where L
is length of rod so clearly there is a linear relation between
angle and length hence curve between them should be a straight
line. Hence option (C) is correct
* 
(1 point) A length or bone Escompressed to its fracture point by a force of 6600...
A length of bone is compressed to its fracture point by a force of 6600 N. The force required to compress a longer length of the same bone to its fracture point is A. time dependent. B. smaller than 6600 N. C. equal to 6600 N. D. larger than 6600 N. E. unable to tell.
(1 point) A soccer ball is thrown straight up a distance of 6.0 m and retums to your hand. Neglecting air resistance, you know that OA. the accelcration was constant throughout its motion B, the acceleration wฮ5 upward on the way up and downward on the way down О С, the speed was zero at the maximum height, but the velocity was never zero. D. the ball took longer to go up than come down. E. the velocity was constant...
(1 point) A soccer ball is thrown straight up a distance of 6.0 m and retums to your hand. Neglecting air resistance, you know that OA. the accelcration was constant throughout its motion B, the acceleration wฮ5 upward on the way up and downward on the way down О С, the speed was zero at the maximum height, but the velocity was never zero. D. the ball took longer to go up than come down. E. the velocity was constant...
(1 point) The shear modulus of bone is 9×109 N/m2, of copper 4×1010 N/m2, and of aluminum 2.5×1010 N/m2. For identical pieces (same dimensions) of these materials, which one would twist most easily? Rank in order from easiest to most difficult. A. Aluminum, copper, bone B. Bone, aluminum, copper C. Bone, copper, aluminum D. Copper, aluminum, bone E. Aluminum, bone, copper
When subjected to a force of compression, the length of a bone (compression Young's modulus 9.4 x 109 N/m2, tensile Young's modulus 1.6 x 1010 N/m2) decreases by 1.8 x 10-5 m. When this same bone is subjected to a tensile force of the same magnitude, by how much does it stretch?
Assume that Young's Modulus for bone is 1.50 *10^10 N/m2 and that the bone will fracture if more than 1.50 *10^8 N/m2 is exerted. (b) If a force of this magnitude is applied compressively, by how much does the 27.0 cm long bone shorten? in "mm"
Assume that Young's Modulus for bone is 1.50 ✕ 1010 N/m2 and that the bone will fracture if more than 1.50 ✕ 108 N/m2 is exerted. (a) What is the maximum force that can be exerted on the femur bone in the leg if it has a minimum effective diameter of 2.70 cm? (b) If a force of this magnitude is applied compressively, by how much does the 28.0 cm long bone shorten?
The tibia is the shin bone in humans. If the maximum strain it can experience before fracturing corresponds to a 1.2% change in length, what is the maximum force that can be applied to a tibia of cross-sectional area 3 cm2 before fracturing? Assume the Young's modulus for the tibia is E = 1.40 x 1010 N/m2. Note: kN = kilonewtons. Select one: a. 0.5 kN b. 5.0 KN c. 50.4 kN d. 504.0 kN
A copper wire of length 1 meter, cross sectional area 7.1 X 10‑6 m2 and Young’s modulus 11 X 1010 N/m2 has a mass load hung on it. If its increase in length is 1 mm, what is the value of the mass? a) 40kg b) 80kg c) 200kg d) 400kg e) 800kg Please help me. Thank you
QUESTION 4 a) The human femur bone breaks if compressive stress greater than 1.50 * 10 N/m2 is imposed on it. Assuming the Young's modulus for bone is 1.50 * 1010 N/m2, determine 1) the maximum force that can be exerted on the femur bone in the leg if it has a cross-sectional area of 4.90 x 10-4 m2 by how much does a 0.400 m long bone shorten if this maximum force is applied compressively to the bone. (6...