An insulating spherical shell of uniform surface charge density is cut into two parts and place at a distance d apart as shown in figure. vecE_p and vecE_Q denote the electric fields at P and Q, respectively. As d (i.e. PQ) rarr oo

An insulating spherical shell of uniform surface charge density is cut

1.	An insulating spherical shell of uniform surface charge density is cut into two parts and place at a distance d apart as shown in figure. vecE_p and vecE_Q denote the electric fields at P and Q, respectively. As d (i.e. PQ) rarr oo
Answer» <P>`\|vecE_(P)\|gt\|vecE_(Q)\|` `\|vecE_(P)\|=\|vecE_(Q)\|` `\|vecE_(P)\|lt\|vecE_(Q)\|` `vecE_(P) + vecE_(Q)=0` Solution :B.,d. The ELECTRIC field inside any point of the sphere is zero.

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An insulating spherical shell of uniform surface charge density is cut into two parts and place at a distance d apart as shown in figure. vecE_p and vecE_Q denote the electric fields at P and Q, respectively. As d (i.e. PQ) rarr oo

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