11.
Calculate the angle of dispersion between red and violet colours produced by a filter glass prism of refracting angle of 60 0 . Given: m 0 = 1.663 and m r = 1...
11.
Two solenoids P and Q have length and the total number of turns in the ratio of 1:2. What is the ratio of the magnetic field inside the two solenoids due to the same curren..
Numerical 11
Two solenoids P and Q have length and the total number of turns in the ratio of 1:2. What is the ratio of the magnetic field inside the two solenoids due to the same curren..
Optics Problems - Numerical 11
11. - Calculate the angle of dispersion between red and violet colours produced by a filter glass prism of refracting angle of 60 0 . Given: m 0 = 1.663 and m r = 1...
Atoms and Nuclei Problems - Numerical 11
11. - If 200 MeV energy is released in the fission of a sample nucleus of 9 2 U 2 3 5 , how many fissions must occur per second to produce a power of 1 k..
Vector Form of Newton's Law of Gravitation
Let m 1 and m 2 be the masses of two bodies separated by a distance ..
Let m 1 and m 2 be the masses of two bodies separated by a distance ..
a) Positions of the antinodes
Consider those positions where Since the resultant amplitude is maximum, these points correspond to antinodes. ..
Consider those positions where Since the resultant amplitude is maximum, these points correspond to antinodes. ..Case (i) Reflection occurring at a free end
In this case, there will be no reversal of phase due to reflection. Let the incident wave be represented by the equation The reflected wave will have the same amplitude, velocity and wavelength. It can be represented by The resultant displacement of the particle subjected to these two disturbances ..
In this case, there will be no reversal of phase due to reflection. Let the incident wave be represented by the equation The reflected wave will have the same amplitude, velocity and wavelength. It can be represented by The resultant displacement of the particle subjected to these two disturbances ..Conservation of momentum and centre of mass
Define as the vector of the linear momenta of all the bodies in the system. We can conclude that when there is no external force, the velocity of the centre of mass of the system remains the sam..
Define as the vector of the linear momenta of all the bodies in the system. We can conclude that when there is no external force, the velocity of the centre of mass of the system remains the sam..See what our Users say :
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