A spherical symmetric charge system is centered at origin. Given, Electric potential
`V=(Q)/(4piepsilon_0R_0)(rleR_0)`, `V=(Q)/(4piepsilon_0r)(rgtR_0)`

For spherical symmetrical charge distribution, variation of electric potential with distance from centre is given in diagram Given that : V=(q)/(4pi epsilon_(0)R_(0)) for r le R_(0) and V=(q)/(4 piepsilon_(0)r) for r ge R_(0) Then which option (s) are correct :

For spherical symmetrical charge distribution, variation of electric potential with distance from centre is given in diagram Given that : V=(q)/(4pi epsilon_(0)R_(0)) for r le R_(0) and V=(q)/(4 piepsilon_(0)r) for r ge R_(0) Then which option (s) are correct : (1) Total charge within 2R_(0) is q (2) Total electrosstatic energy for r le R_(0) is non-zero (3) At r = R_(0) electric field is discontinuous (4) There will be no charge anywhere except at r lt R_(0)

For spherical symmetrical charge distribution, variation of electric potential with distance from centre is given in diagram Given that : V=(q)/(4pi epsilon_(0)R_(0)) for r le R_(0) and V=(q)/(4 piepsilon_(0)r) for r ge R_(0) Then which option (s) are correct : (1) Total charge within 2R_(0) is q (2) Total electrosstatic energy for r le R_(0) is non-zero (3) At r = R_(0) electric field is discontinuous (4) There will be no charge anywhere except at r lt R_(0)

The electrostatic potential phi_(r) , of a spherical symmetrical system kept at origin, is shown in the adjacent figure, and given as phi_(r)=(q)/(4 pi epsilon_(0)r)(r ge R_(0)) phi_(r)=(q)/(4 piepsilon_(0)R_(0))(r le R_(0)) Which of the following option is incorrect ?

The electrostatic potential (phi _r) of a spherical symmetric system , kept at origin is shown in the adhacent figure, and given as phi _e = q/( 4 pi varepsilon_0 r) (r le R_o) phi _e = q/( 4 pi varepsilon_0 R_o) (r le R_0) Which of the following option s in //are correct ?

The value of electric field at a region of space is given by, E=Ar where A=100V .m^(2) and r=distance (in m) from origin inside the electric field. Find the amount of charge enclosed in a sphere of radius 20 cm centered at the origion. Given 1/(4piepsilon_(0))=9xx101/(4piepsilon_(0))=9xx10^(9)N.m^(2).c^(-2)