Potential Energy And Mechanical Energy Conservation-Physics, Dynamics, Forces and Momentum-Assignment, Exercises of Physics

This course is introduction to Physics. Its includes: acceleration, angular momentum, ballistic motion, center of mass, circular of orbits, Newton laws, drag force, velocity, conservation law of energy, superposition, circular motion, time dilation, work and energy. This assignment includes: Potential, Mechanical, Energy, Conservation, Law, Compression, Length, Gravitation, Friction, Distance, Incline

Typology: Exercises

2011/2012

Uploaded on 08/12/2012

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Topics: Potential Energy and Mechanical Energy Conservation
Any following problems designated with a bold number indicate problems from Young
and Freedman 11th edition.
1. 7.42 (Assume that the curve at the base of the incline is smooth enough so that no
energy is lost in rounding it.)
2. 7.58
3. 7.72
4. Bead Slides Around and Up Wire –
5 points
A bead of mass M slides on a smooth wire that is bent in a circle of radius R. It is released at
the top of the circular part of the wire (point a in the figure) with a negligibly small velocity.
a
b
c
d
a)Find the normal force of the wire on the bead at point b (even with the center of the circle)
b)Find the normal force at point c (at the bottom of the circle).
c)Find the height H of point d where the mass will reverse direction.
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Topics: Potential Energy and Mechanical Energy Conservation

Any following problems designated with a bold number indicate problems from Young and Freedman 11th^ edition.

1. 7.42 (Assume that the curve at the base of the incline is smooth enough so that no energy is lost in rounding it.) **2. 7.

  1. Bead Slides Around and Up Wire – 5 points**

A bead of mass M slides on a smooth wire that is bent in a circle of radius R. It is released at the top of the circular part of the wire (point a in the figure) with a negligibly small velocity.

a

b

c

d

a)Find the normal force of the wire on the bead at point b (even with the center of the circle) b)Find the normal force at point c (at the bottom of the circle). c)Find the height H of point d where the mass will reverse direction.

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