4.1A cylinder rolls without slipping on a stationary surface as shown in the figure below. The centerof the cylinder is located at Point B and has a speed of 5 m/s along the direction of the surface:a.b.c.What is the speed of Point C at the bottom of the cylinder if R = 5m?What is the speed of Point A at the top of the cylinder if R = 5m?Update your answers to Part A and Part B if the flat, stationary surface is replaced by amoving conveyor belt with Vground = +102[m/s] and the cylinder rolls without slipping?How does your answer change if there is slipping? Do the velocities at A and Bincrease, decrease, or stay the same?a.AmVB/L = +52[]BRVgroundB

4. A cylinder rolls without slipping on a stationary surface as shown in the figure below. The center of the cylinder is located at Point B and has a speed of 5 m/s along the direction of the surface: m 5B/1 = +5t[] a. What is the speed of Point C at the bottom of the cylinder if R = 5m? b. What is the speed of Point A at the top of the cylinder if R = 5m? c. Update your answers to Part A and Part B if the flat, stationary surface is replaced by a moving conveyor belt with Vground = +10t[m/s] and the cylinder rolls without slipping? a. How does your answer change if there is slipping? Do the velocities at A and B increase, decrease, or stay the same?

4. A cylinder rolls without slipping on a stationary surface as shown in the figure below. The center of the cylinder is located at Point B and has a speed of 5 m/s along the direction of the surface: m 5B/1 = +5t[] a. What is the speed of Point C at the bottom of the cylinder if R = 5m? b. What is the speed of Point A at the top of the cylinder if R = 5m? c. Update your answers to Part A and Part B if the flat, stationary surface is replaced by a moving conveyor belt with Vground = +10t[m/s] and the cylinder rolls without slipping? a. How does your answer change if there is slipping? Do the velocities at A and B increase, decrease, or stay the same?

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

See similar textbooks

Similar questions

If the bar AB moves with the angular velocity ? (AB) = 6 rad / s, determine the value of the linear velocity of points B and C and the value of the angular velocity of the bar BC in the situation shown in the drawing.
Find: angular velocity of gear B (omega B) when t = 2 seconds. and Displacement of gear B (teta B) when t = 2 seconds.
Please solve it fast
Advanced Applied Mathematics - Circular Motion 1. When an airplane touches down at 1 = 0, a stationary wheel is subjected to a constant angu- lar acceleration a = 110 rad/s until / = 1 s. (a) What is the wheel's angular velocity at t = 1 s? (b) At 1 = 0, the angle 0 = 0. Determine 9 in radians and in revolutions at / = 1 s. 2. A small box B of mass mkg is placed on a rough horizontal rotating disc. B is metres from the centre of rotation as shown in Fig. 1 below. The coefficient of friction between the disc and B is u. Find, in terms of u, r and g, the maximum speed v that can be given to B without it slipping. 3. One end of a light inextensible string of length L metres is attached to a fixed point C. A small brass hall Ro
Given the figure below, what is the velocity at B?
I will rate your answer as soon as possible, thank you.
I need help with this question please. thank you
Please solve in 25 minutes i will rate positive
show complete solution and box the final answer
The double gear in the system of gears below is unrestricted in its horizontal movement. Find the double gear's angular velocity and the velocity of its center C. The velocity at D is 30 m/s to the right. Note: Start with identifying the planar motion each rigid body experiences. o = 12 ma ល rads –156 mm ប B 100 mm បំណ ម្ហូបបុ 100 mm ឬល VD
The ends of rod AB (link 3) are pin connected to slider 2 at A and disk 4 at B. The disc is rolling without sliding on horizontal surface. At the instant when 0 = 50°, the speed of A is VA = 3.5 m/s directed to the right. a) Locate, on the figure, the I. C. R. for the rod AB and for the disk. b) Use the respective I. C. R. to find the angular velocities (@3, w4) of the rod AB and disk, respectively. c) Determine, using the I. C. R, the velocity of the center of the disk (point G). Given: r = 0.2 m L = 0.8 m 0 = 50° VA = 3.5 m/s 3 B G
I'm not sure how to do this.