Home
Class 12
PHYSICS
A charged particle having a positive cha...

A charged particle having a positive charge q approaches a grounded metallic spheres of raidus R with a constant small speed v as shown in figure. In this situation

A

as the charge draws nearer to the surface of the sphere , a current flows into the ground.

B

as the charge draws nearer to the surface of the sphere, a current flows out of the ground into the sphere.

C

as the charged particle draws nearer, the magnitude of the current flowing in the connector joining the shell to the ground increases

D

as the charged particle draws nearer, the magnitude of the current flowing in the connector joining the sphere to the ground decreases.

Text Solution

Verified by Experts

The correct Answer is:
A, C

a.,c.
`(1)/(4piepsilon_(0))(Q)/(R)+(1)/(4piepsilon_(0))(q)/((R_(0)-vt))=0`
where `R_(0)` is the initial distance of the charged particle.
`Q=(Rq)/(R_(0)-vt)` or `(dQ)/(dt)=i=(Rqv)/((R_(0)-vt)^(2))`
Promotional Banner

Similar Questions

Explore conceptually related problems

A positive point charge q is brought near a neutral metal sphere.

Inside a charged thin conducting shell of radius R, a point charge +Q is placed as shown in figure potential of shell may be

The time constant of charging of the circuit shown in figure is

Metallic sphere of radius R is charged to potential V. Then charge q is proportional to

A hollow conducting sphere of inner radius r and outer radius 2R is given charge Q as shown in figure, then the

A point charge q is placed at some distance d away from the centre of a grounded conducting sphere of radius r, as shown in the figure. The charge that flows the earth to the sphere is

A long straight wire carries a current i. A particle having a positive charge q and mass m, kept at distance x_0 from the wire is projected towards it with speed v. Find the closest distance of approach of charged particle to the wire.

The bob of a simple pendulum of length /has a positive charge q on it. The pendulum is fixed to a horizontally oriented positively charged sheet as shown in the figure. The time period of the small oscillations of simple pendulum is

If a charge q is moving towards the centre of an earthed conducting sphere of radius R with a velocity sqrt(2)aR m/s. Where a is positive constant. If current flowing in the ammeter shown in figure when q is at a distance aR sqrt(2) from centre of sphere. Is (q)/(asqrt(x)) find x.

Three equal point charges of charge +q each are moving along a circle of radius R and a point charge -2q is also placed at the centre of circle (as shown in figure). If charge are revolving with constant and same speed in the circle then calculate speed of charges