The masses and coordinates of four particles are as follows: 40 g, x = 1.0 cm, y = 3.0 cm; 20 g, x = 0.0 cm, y = 4.0 cm; 35 g, x = -3.0 cm, y = -3.0 cm, 45 g, x = -2.0 cm, y = 5.0 cm. What is the rotational inertia of this collection with aspect to the x-axis ( kg m2)?
What is the rotational inertia of this collection with aspect to the y-axis?
What is the rotational inertia of this collection with aspect to the z-axis?
The masses and coordinates of four particles are as follows: 40 g, x = 1.0 cm,...
The masses and coordinates of four particles are as follows: 40 g, x = 1.0 cm, y = 3.0 cm; 20 g, x = 0.0 cm, y = 4.0 cm; 35 g, x = -3.0 cm, y = -3.0 cm, 45 g, x = -2.0 cm, y = 5.0 cm. What is the rotational inertia of this collection with aspect to the x-axis ( kg m2)? What is the rotational inertia of this collection with aspect to the y-axis? What...
The masses and coordinates of four particles are indicated in the following table. 50 g x = -1.0 cm y = -3.0 cm 40 g x = -5.0 cm y = 0.0 cm 35 g x = 3.0 cm y = 5.0 cm 30 g x = -3.0 cm y = 4.0 cm (a) What is the rotational inertia of this collection about the x axis? g·cm2 (b) What is the rotational inertia of this collection about the y axis?...
The masses and coordinates of four particles are as follows: 26 g, x = 3.0 cm, y = 3.0 cm; 18 g, x = 0, y = 6.0 cm; 15 g, x = -4.5 cm, y = -4.5 cm; 23 g, x = -3.0 cm, y = 6.0 cm. What are the rotational inertias of this collection about the (a) x, (b) y, and (c) z axes?
Three small masses are positioned at the following coordinates: 3.0 kg at (3.0 m, 2.0 m); 4.0 kg at (0.0 m, -1.0 m); and 5.0 kg at (5.0 m, -7.0 m). What are the coordinates of the center of mass (or center of gravity) of this system?
A four-particle system is shown in the figure below, and the masses of the particles are ni l1 m1 3.4 kg m2 3.5 kg m3 3.4 kg m4 3.5 kg 2.0 m 2.0 m 12 (a) Find the moment of inertia Ix about the x axis, which passes through m2 and m3 kg m2 (b) Find the moment of inertia ly about the y axis, which passes through m1 and m2 kg m2
4. (a) Three point masses are attached to a massless rigid rod. Mass m,-1.0 kg is located at x = 1.0 cm, mass m2-2.0 kg at x = 2.0 cm and mass m,-3.0 kg at x-3.0 m. Find the center of mass of the system. (b) Find the center of mass of the four masses as below. mi 2.0 kg at point (1,2) cm; m 3.0 kg at point (2,-3) cm; m -4.0 kg at point (3,-4) cm and m...
Three masses are in a configuration as follows: M1 = 1.0 kg at coordinate ( 0, 0) M2 = 2.0 kg at coordinate ( 3.0 m, 0) M3 = 2.0 kg at coordinate ( 0, 4.0 m) What is the total gravitational potential energy of the system?
Three masses are positioned at the following coordinates 3.0 kg at (4.0 m, -5.0 m); 6.0 kg at (-7.0 m, 3.0 m); and 1.0 kg (2.0 m, 2.0 m). Calculate the center of mass of the system.
5. In the figure, four point-masses are placed as shown. The x and y coordinates of the center of mass are closest to (Oustify) 3.0 m 4.0 kg 2.0 3.0 m 80 kg 6.0 kg 3.0 2.0 m 2.0kg O 2.0 m 30 m A) (2.2 m, 2.6 m B) (2.2 m, 2.7 m) C) (2.3 m, 2.6 m) D) (2.3 m, 2.7 m) E) (2.3 m, 2.8 m)
In the figure, four point masses are placed as shown. The x and y coordinates of the center of mass are closest to Problem #16 3.0 m 2.0 m 4.0kg 2.0 3.0 m 8.0 kg 6,0 kg阜 3.0 2.0 m 2.0 kg 0 2.0 m 3.0 m A) (2.2 m, 2.6 m). B) (2.2 m, 2.7 m). C) (2.3 m, 2.6 m). D) (2.3 m, 2.7 m). E) (2.3 m, 2.8 m).