Hopw to solve problem of movable pulleys, Physics

How to solve problems based on movable pulleys in an atwood machine?

Ans) 1.Draw the FBD.

2.Make the force equations for the two or more masses.

3.There will be a variable similar in 2 or more equations (f masses are connected by same ropes, the accleration will be equal)

4.Through the method of substituion find out the values

Posted Date: 3/12/2013 2:06:07 AM | Location : United States







Related Discussions:- Hopw to solve problem of movable pulleys, Assignment Help, Ask Question on Hopw to solve problem of movable pulleys, Get Answer, Expert's Help, Hopw to solve problem of movable pulleys Discussions

Write discussion on Hopw to solve problem of movable pulleys
Your posts are moderated
Related Questions
Capacitor have thin conducting plates (usually made of metal) separated by a layer of dielectric, then stacked or rolled to form a compact device. Many types of capacitors are avai

The frequency of a wave is 50 Hertz and its wavelength is 25 meters. What is the velocity of this wave? Ans: The velocity of given wave is 1250 meters/second.

Freezing, condensation, and deposition are what kind of processes because heat is removed from matter as they occur

Moment, Centre of mass and Centroid Moment of force is tendency of the force to twist or rotate an object. A measure of the body's resistance to the angular acceleration, which

Explain the laws of solid friction

Melinex film can be interleaved with paper. The material is then silvered. It is the rolled to form capacitor. High voltage capacitors are sealed to avoid corona. These capacitors

Consider the 2D shape below. Draw a possible configuration of nodes and cells (at least 15) that could be used to solve for the temperature distribution. Provide equations that wou

The idea that electrons revolved in orbits around the nucleus of an atom without radiating energy away from the atom was postulated by: a) Thompson b) Bohr c) Ruther

Horizontally Launched Projectiles Suppose a cannonball being launched from cannon atop a extremely high cliff. Imagine as well in which the cannonball does not encounter a impo

Determine the surface integral for the vector function   over the surface S. where S is the surface of the unit cube bounded by x=0, x=1, y=0, y=1, z=0, z=1.