The femur of a human leg (mass 10 kg, length 0.9 m) is in traction, as shown in the figure. The center of gravity of the leg is one-third of the distance from the pelvis to the bottom of the foot. Two objects, with masses m1 and m2,are hung at the ends of the leg using pulleys to provide upward support. A third object of 8 kg is hung to provide tension along the leg. The body provides tension as well.
Write a mathematical relationship relating m1 to m2 in terms of m2 and numerical coefficients.
m1= ????
Is the expression for m1 valid for more than one pair of values of m1 and
The femur of a human leg (mass 10 kg, length 0.9 m) is in traction, as shown in the figure. The c...
The femur of a human leg (mass 10 kg, length 0.9 m) is in traction, as shown in the figure. The center of gravity of the leg is one-third of the distance from the pelvis to the bottonm of the foot. Two objects, with masses m and m2, are hung at the ends of the leg using pulleys to provide upward support A third object of 8 kg is hung to provide tension along the leg. The body provides tension...
Question 22 of 30> The femur of a human leg (mass 10 kg, length 0.9 m) is in traction, as shown in the figure. The center of gravity of the leg is one-third of the distance from the pelvis to the bottom of the foot. Two objects, with masses mi and m2, are hung at the ends of the leg using pulleys to provide upward support. A third object of 8 kg is hung to provide tension along the leg....
Hi, I really just need help with number 8. The rest of the question is provided for context, thanks! 6.10 pts) A patient with a broken leg was placed in traction using the system shown below at left. Once the cast is off of the foot, the system can be modeled as shown at right where mi is the mass of the cast. In a most unfortunate incident, the cast slips off of the patient's foot and is flung by...
how do i do number 8 part a and d? thanks 6. (10 pts) A patient with a broken leg was placed in traction using the system shown below at left. Once the cast is off of the foot, the system can be modeled as shown at right where m is the mass of the cast. In a most unfortunate incident, the cast slips off of the patient's foot and is flung by the traction system. In this problem, model...