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Figure shows, in cross section , two solid spheres with uniformly distributed charge throughout their volumes. Each has radius R. Point O lies on a line connecting the centers of the spheres, at radial distance R/2 from the center of sphere 1. If the net electric field at point P is zero, and Q1 is 64 μC and Q2 = 8 xμC, what is the value of x.
01
Nov
Figure shows, in cross section , two solid spheres with uniformly distributed charge throughout their volumes. Each has radius R. Point O lies on a line connecting the centers of the spheres, at radial distance R/2 from the center of sphere 1. If the net electric field at point P is zero, and Q1 is [...]
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and Q1 is 64 μC and Q2 = 8 xμC ,
at radial distance R/2 from the center of sphere 1. If the net electric field at point P is zero ,
Figure shows ,
in cross section ,
two solid spheres with uniformly distributed charge throughout their volumes. Each has radius R. Point O lies on a line connecting the centers of the spheres ,
what is the value of x. ,
What is the phase difference between the particles 1 and 2 located as shown in figure ?
01
Nov
What is the phase difference between the particles 1 and 2 located as shown in figure ? What is the phase difference between the particles 1 and 2 located as shown in figure ? November 1, 2020 Category: Uncategorised (JEE Advanced Physics by BM Sharma + GMP Solutions) ,
Verify that wave function y = 2 / (x – 3t)^2 + 1 is a solution to the linear wave equation, x and y are in centimetres.
01
Nov
Verify that wave function y = 2 / (x – 3t)^2 + 1 is a solution to the linear wave equation, x and y are in centimetres. Verify that wave function y = 2 / (x - 3t)^2 + 1 is a solution to the linear wave equation x and y are in centimetres. November [...]
If the displacement relation for a particle in a wave is given by y = 5 sin (t/0.04 – x/4), determine the maximum speed of the particle in SI units.
01
Nov
If the displacement relation for a particle in a wave is given by y = 5 sin (t/0.04 – x/4), determine the maximum speed of the particle in SI units. determine the maximum speed of the particle in SI units. If the displacement relation for a particle in a wave is given by y = [...]
A travelling wave pulse is given by Y = 0.8/ (xx^2 + 12xt + 12t^2 + 4) where x and y are in m and t is in seconds. Find the velocity and amplitude of the wave.
01
Nov
A travelling wave pulse is given by Y = 0.8/ (xx^2 + 12xt + 12t^2 + 4) where x and y are in m and t is in seconds. Find the velocity and amplitude of the wave. A travelling wave pulse is given by Y = 0.8/ (xx^2 + 12xt + 12t^2 + 4) where [...]
A travelling wave pulse is given by y = 10/ 5 + (x+2t)^2 In which direction and with what velocity is the pulse propagating ? What is the amplitude of the pulse ?
01
Nov
A travelling wave pulse is given by y = 10/ 5 + (x+2t)^2 In which direction and with what velocity is the pulse propagating ? What is the amplitude of the pulse ? A travelling wave pulse is given by y = 10/ 5 + (x+2t)^2 In which direction and with what velocity is the [...]
A wave is propagating on a long stretched string along its length taken as the positive x-axis. The wave equation is given as y = y0e ^ -(t/T – x/lemda)^2 where y. = 4 mm, T = 1.0 s and lemda = 4 cm. (a) Find the velocity of the wave.
01
Nov
A wave is propagating on a long stretched string along its length taken as the positive x-axis. The wave equation is given as y = y0e ^ -(t/T – x/lemda)^2 where y. = 4 mm, T = 1.0 s and lemda = 4 cm. (a) Find the velocity of the wave. A wave is propagating [...]
The electric field in a region is radially outward with magnitude E = ar. If a = 100 V/m^2 and R = 0.30 m, then the value of charge contained in a sphere of radius R centred at the origin is W × 10^−10 C. Find W.
01
Nov
The electric field in a region is radially outward with magnitude E = ar. If a = 100 V/m^2 and R = 0.30 m, then the value of charge contained in a sphere of radius R centred at the origin is W × 10^−10 C. Find W. The electric field in a region is radially [...]
Show that (a) y = (x + vt)^2, (x + t)^2, (c) y = (x – vt)^2, and (d) y = 2 sin x cos vt are each a solution of one-dimensional wave equation but not (e) y = x^2 -v^2t^2 and (f) y = sin 2x cos vt.
01
Nov
Show that (a) y = (x + vt)^2, (x + t)^2, (c) y = (x – vt)^2, and (d) y = 2 sin x cos vt are each a solution of one-dimensional wave equation but not (e) y = x^2 -v^2t^2 and (f) y = sin 2x cos vt. (c) y = (x - vt)^2 [...]
A conducting shell of inner radius R2 is given a charge +Q . A point charge q1 is placed inside the shell and q2 is placed outside the shell. Then for various location of q1 and q2 match the entries of column I with the entries of column II.
01
Nov
A conducting shell of inner radius R2 is given a charge +Q . A point charge q1 is placed inside the shell and q2 is placed outside the shell. Then for various location of q1 and q2 match the entries of column I with the entries of column II. a charge Q1 is placed a [...]