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For Nickel, the number density is 8×10

23

8×1023 atoms/

cm3 and the electronic configuration is

1s2 2s2 2p6 3s2 3p6 3d8 4s2. The value of saturation magnetisation of Nickel in its ferromagnetic states is : (use

μB= 9.21×10−21 Am2)



Starting from rest, a car accelerated for 4.0 seconds with an acceleration a. It continued for an additional 12.0 seconds with an acceleration a/2, reaching a final speed of 20 m/s. How far did the car travel in the total time of 16 seconds?


A body moving with simple harmonic motion has an amplitude of 10cm and a frequency of 100HZ, find (a) the period of oscillation (b) the acceleration at the maximum displacement (c) the velocity at the centre of motion.
If a body moving with simple harmonic motion has an angular velocity of 50 radians per second and an amplitude of 10cm, calculate its linear velocity.
A disk of radius R has positive charge uniformly distributed over a inner circular region of radius A and negative charge uniformly distributed over the outer annular region. The surface density on the inner region is +o and that of the outer is - o. The electrostatic potential at P located on the central perpendicular axis is a distance z=R from the disk center is zero

What is A? In term of R
The electrostatic work done on a particle carrying charge q as the particle travels from point A to point B in an electric field is W.

How much electrostatic work is done on a particle carrying charge -2q that travels from B to A in the field? Express in terms of W
2 particles carrying positive charge q are on the y axis, one at y=+a and the other y=-a

Calculate the potential for any point on the x axis express your answer in variables q, x, a and Coulombs constant K

Use your result to determine electric field at any point on the x axis. express your answer in variables q, x, a and Coulombs constant K

What is the intensity of sound waves produced by a piano at a distance of 1.5 m when the power output of the piano is 3.0 W? 


Particles A and B carrying charge 3.0nC are at the base corners of an equilateral triangle 2.8 m on a side

How much work is required to bring a positively charged particle carrying a charge of 5.0nC from infinity to the apex if particle B is replaced by a particle carrying a charge of - 3.0nC and A and B are fixed?
Then
Calculate the electric potential energy for the new triangular distribution?
Particles A and B carrying charge 3.0nC are at the base corners of an equilateral triangle 2.8 m on a side

What is the potential[relative to zero at infinity] at the apex of the triangle if particle B is replaced by a particle carrying a charge of -3.0nC?
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