A Thin Spherical Conducting Shell Of Radius R Has A Charge Q Another A thin spherical conducting shell of radius r has a charge q. another charge q is placed at the centre of the shell. the electrostatic potential at a point p a distance `r 2` from the centre of the shell is a. `(2q) (4pi in (0) r)` b. `((2q) (4pi in (0) r)) ((2q) (4pi in (0) r))` c. `(2q) (4pi in (0) r) (q) (4pi in (0) r)`. A charge of q is induced on the outer surface of the sphere. a charge of magnitude q is placed on the outer surface of the sphere. therefore, the total charge on the outer surface of the sphere is q − q.
A Thin Spherical Conducting Shell Of Radius R Has A Charge Q Another Final answer: the electrostatic potential at point p due to q and q is option b) $v = \dfrac{{2q}}{{4\pi {\varepsilon o}r}} \dfrac{{2q}}{{4\pi {\varepsilon o}r}}$. note: here first find out the electric potential due to q and then electric potential due to q. A point charge q rests at the center of an uncharged thin spherical conducting shell. (see fig. 16–34.) what is the electric field e as a function of r r r. for r r r less than the inner radius of the shell, inside the shell, and; beyond the shell? how does the shell affect the field due to q alone? how does the charge q affect the shell?. To find the potential at the point p due to charge q, use the formula v = kq r. here, the charge is q, distance r is r 2, and k = 1 (4πε₀). plugging the values, we get: v q = q 4 π ε 0 (r 2) = 2 q 4 π ε 0 r. Therefore, for a thin conducting spherical shell of radius r and charge q, spread uniformly over its surface, the electric field at any point outside the shell is `e = q (e 0 4pir^2)` where r is the distance of the point from the centre of the shell.
A Thin Spherical Conducting Shell Of Radius R Has A Charge Q Another To find the potential at the point p due to charge q, use the formula v = kq r. here, the charge is q, distance r is r 2, and k = 1 (4πε₀). plugging the values, we get: v q = q 4 π ε 0 (r 2) = 2 q 4 π ε 0 r. Therefore, for a thin conducting spherical shell of radius r and charge q, spread uniformly over its surface, the electric field at any point outside the shell is `e = q (e 0 4pir^2)` where r is the distance of the point from the centre of the shell. The correct option (c) [ { (2q) (4π∈ r)} {q (4π∈ r)] explanation: a thin spherical conducting shell of radius r has a charge q. another charge q is placed at the centre of the (4π∈0r)] (d) [ (2q) (4π∈0 r)]. A thin spherical conducting shell of radius r has a charge q. another charge q is placed at the centre of the shell. the electrostatic potential at a point p a distance (r 2) from the centre of the shell is. A conducting spherical shell has an inner radius of a, outer radius of b (a
A Thin Spherical Conducting Shell Has Radius R And Charge Q Another The correct option (c) [ { (2q) (4π∈ r)} {q (4π∈ r)] explanation: a thin spherical conducting shell of radius r has a charge q. another charge q is placed at the centre of the (4π∈0r)] (d) [ (2q) (4π∈0 r)]. A thin spherical conducting shell of radius r has a charge q. another charge q is placed at the centre of the shell. the electrostatic potential at a point p a distance (r 2) from the centre of the shell is. A conducting spherical shell has an inner radius of a, outer radius of b (a