A hollow cylinder has a charge `qC` within it. If `phi` is the electric flux in unit of voltmeter associated with the curved surface `B` the flux linked with the plance surface `A` in unit of voltmeter will be A. `(q)/(in_(0))-phi`B. `(1)/(2)((q)/(in_(0))-phi)`C. `(q)/(2 in_(0))`D. `(phi)/(3)`

A hollow cylinder has a charge `qC` within it. If `phi` is the electri

1.	A hollow cylinder has a charge `qC` within it. If `phi` is the electric flux in unit of voltmeter associated with the curved surface `B` the flux linked with the plance surface `A` in unit of voltmeter will be A. `(q)/(in_(0))-phi`B. `(1)/(2)((q)/(in_(0))-phi)`C. `(q)/(2 in_(0))`D. `(phi)/(3)`
Answer» Correct Answer - B `phi_("total")=phi_("curved")+phi_("plane surfaces")=(q)/(in_(0))` ` phi+2phi_(A)=(q)/(in_(0))implies theta_(A)=(1)/(2)[((q)/(in_(0))-phi)`

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A hollow cylinder has a charge `qC` within it. If `phi` is the electric flux in unit of voltmeter associated with the curved surface `B` the flux linked with the plance surface `A` in unit of voltmeter will be A. `(q)/(in_(0))-phi`B. `(1)/(2)((q)/(in_(0))-phi)`C. `(q)/(2 in_(0))`D. `(phi)/(3)`

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