A 6.0m long wire having a diameter of 2.0 mm has a resistance of 12.2 m ohm. A potential difference of 23V is applied between the ends. Calculate the current in wire, the magnitude of the current density and the resistivity of the wire material
Two charges +q and +4q are separated a distance of 2r. Use Gauss’ law to find the electric
field at a distance r around the charge +question and 3r around the charge +q
Three charges q1 = + 6.0 µC, q2 = + 9.0 µC and q3 = + 12.0 µC are located at (0, 0) m, (0.3, 0) m and (0.3, 0.4) m respectively. Find the electric force on q3 due to q1, q3 due to q2, find the net force on q3. Show results in unit vector notation.?
Three charges q1 = 1 C, q2 = – 2 q1, and q3 = 3 q2 are placed along the x-axis. Charge q2 is at equal distance from other two charges. The charge q1 is at the origin (0, 0) and charge q3 is at (100, 0) cm.
(a) Show the positions of all the charges in a suitable diagram.
(b) Find the magnitude of electric fields E1 and E3 at a point P (50, 0).
(c) Find the magnitude of resultant electric field at P and its direction.
(d) Find the work done in bringing charge q1 to (0, 0) from infinity.
(e) Find the total potential at point P.
Three charges q1 = + 6.0 µC, q2 = + 9.0 µC and q3 = + 12.0 µC are located at (0, 0) m, (0.3, 0) m and (0.3, 0.4) m respectively. Find the electric force on q3 due to q1, q3 due to q2, find the net force on q3. Show results in unit vector notation.?