The thigh has a mass of 4kg and a location of (20,18). The shank has a mass of 2.5kg and a location of (24,15). The foot has a mass of 0.8 kg and a location of (30,10).
What is the Center of Mass for the leg?
Question 9 options:
|
|||
|
|||
|
|||
|
***********************************************************************************************
Check the answer and let me know whether it's
correct.....
SOLUTION :
Let centre of mass for the leg be at point (x, y)
Total mass = 4 + 2.5 + 0.8 = 7.3 kg
So,
7.3 * x = 4*20 + 2.5*24 + 0.8* 30 = 164
=> x = 164/7.3 = 22.47
7.3 * y = 4*18 + 2.5*15 + 0.8*10 = 117.5
=> y = 117.5/7.3 = 16.10
Hence,
Center of mass for the leg is at point (22.47, 16.10) : Option D (ANSWER).
The thigh has a mass of 4kg and a location of (20,18). The shank has a...
Short answer questions. Please show your work with detailed steps and circle your final answers. (30 points) 1. A model is used to divide the right lower extremities into three segments: the right thigh, right shank, and right foot. Table I below shows the coordinates of the proximal and distal joints to define these segments. Table II shows relative segment center of mass locations and relative segment mass as a percent of total body mass. The total body mass is...
.30 kg mass has location x as
graphed. label max acceleration, calculate curvature , energy in
oscillator
P5. A 0.30 kg mass has location Xı as graphed: a) Label its maximum acceleration “am” compute its maximum acceleration Position (cm) 400 0.1 0.2 0.3 Time (s) 0.4 b) Label its zero speed times as “SO”; Label its zero acceleration times as "a0” c) calculate the PE curvature (stiffness) 0.5 d) calculate the Energy in the oscillator.
The 25-kg bar has a center of mass at G. It is supported by a smooth peg at C, a roller at A, and cord AB (Figure 1) Draw the free-body dagram of the bar Draw the vectors starting at the black dots. The location and orientation of the vectors will be graded Figure 1 of 1 0.3m 02m 0.2 m s m os m
In the figure above, block A has mass mA = 25 kg and block B has mass mB = 10 kg. Both blocks move with constant acceleration a = 2 m/s2 to the right, and the coefficient of static friction between the two blocks is = 0.8. The static frictional force acting between the blocks is (A) 20 N (B) 50 N (C) 78 N (D) 196 N E) 274 N
The weight is used to turn the gear system shown below. Gear A has a mass of 15 kg and a radius of gyration of 100 mm about its center of mass. Gear B and Drum C have a combined mass of 25 kg and a radius of gyration about their mass center of 165 mm. If the system starts from rest, determine the speed of the 55-kg weight after it has been lowered 3 m, the angular velocity of...
The weight is used to turn the gear system shown below. Gear A has a mass of 15 kg and a radius of gyration of 100 mm about its center of mass. Gear B and Drum C have a combined mass of 25 kg and a radius of gyration about their mass center of 165 mm. If the system starts from rest, determine the speed of the 55-kg weight after it has been lowered 3 m, the angular velocity of...
The weight is used to turn the gear system shown below. Gear A has a mass of 15 kg and a radius of gyration of 100 mm about its center of mass. Gear B and Drum C have a combined mass of 25 kg and a radius of gyration about their mass center of 165 mm. If the system starts from rest, determine the speed of the 55-kg weight after it has been lowered 3 m, the angular velocity of...
The weight is used to turn the gear system shown below. Gear A has a mass of 15 kg and a radius of gyration of 100 mm about its center of mass. Gear B and Drum C have a combined mass of 25 kg and a radius of gyration about their mass center of 165 mm. If the system starts from rest, determine the speed of the 55-kg weight after it has been lowered 3 m, the angular velocity of...
The weight is used to turn the gear system shown below. Gear A has a mass of 15 kg and a radius of gyration of 100 mm about its center of mass. Gear B and Drum C have a combined mass of 25 kg and a radius of gyration about their mass center of 165 mm. If the system starts from rest, determine the speed of the 55-kg weight after it has been lowered 3 m, the angular velocity of...
Please show the work
Question 1 of 14 6 Points A ball of mass 0.056 kg and radius 1.6 cm is attached to a string of length 17 cm. It collides with a stationary can of beans which has a mass of 0.21 kg. The can of beans is assumed to be a solid cylinder with a radius of 3 cm. The collision is elastic and the can leaves the collision with a speed 3.9 cm/s. The collision is also...