Two solid metal spheres (one has a radius of 3 mm, and the other
has a radius of 8 mm) are
far apart and connected with a thin conducting wire. If the total
charge stored on the two spheres
is 44 μC, how much charge is on the 3 mm radius sphere?
Therefore, charge on 3 mm radius =( 3/11)*44 micro coloumb
= 12 micro coulomb
Two solid metal spheres (one has a radius of 3 mm, and the other has a...
Two conducting spheres, one of radius 0.030 m. and the other of radius 0.140 m., each have a charge 7.00E-08 C. and are very far apart. If the spheres are connected by a conducting wire, find the final potential (in volts) in each sphere.
4. Two conducting spheres are far apart. The smaller sphere has radius R and carries a total charge of Q. The larger sphere has a radius 2R and is neutral. After the two spheres are connected by a conducting wire, find the potential of each sphere (5points) the new charges on each sphere. (10 points) (iii) the electric field on each sphere due to its new charge (10 points)
4. Two conducting spheres are far apart. The smaller sphere has radius R and carries a total charge of Q. The larger sphere has a radius 2R and is neutral. After the two spheres are connected by a conducting wire, find (1) the potential of each sphere (5points) the new charges on each sphere. (10 points) the electric field on each sphere due to its new charge (10 points)
4. Two conducting spheres are far apart. The smaller sphere has radius R and carries a total charge of Q. The larger sphere has a radius 2R and is neutral. After the two spheres are connected by a conducting wire, find (1) the potential of each sphere (Spoints) the new charges on each sphere. (10 points) (iii) the electric field on each sphere due to its new charge (10 points)
4. Two conducting spheres are far apart. The smaller sphere has radius R and carries a total charge of Q. The larger sphere has a radius 2R and is neutral. After the two spheres are connected by a conducting wire, find (1) the potential of each sphere (Spoints) the new charges on each sphere. (10 points) (iii) the electric field on each sphere due to its new charge (10 points)
Two isolated conducting spheres are separated by a large distance. Sphere 1 has a radius of 20 cm and an initial charge 30 nC while Sphere 2 has a radius of 60 cm and an initial charge 70 nC. A very thin copper wire is now connected to the spheres to allow charge to flow between them. How much charge will be transferred from Sphere 2 to Sphere 1? (Note that the charge transferred can be positive, negative or zero.)
You have two metal spheres, one with twice the diameter than the other. The smaller sphere initially has +8.0 nC of charge, while the larger one is uncharged. The two spheres are then connected together by a long, thin wire. What are the final charges on each sphere? Justify in words each relationship you use to solve this problem.
Charge is placed on two conducting spheres that are very far apart and connected by a long thin wire. The radius of the smaller sphere is 5 cm and that of the larger sphere is 12 cm. The electric field at the surface of the larger sphere is 810 kV/m. Find the surface charge density on each sphere.
A conducting sphere of radius r1 = 0.26 m has a total charge of Q = 1.1 μC. A second uncharged conducting sphere of radius r2 = 0.45 m is then connected to the first by a thin conducting wire. The spheres are separated by a very large distance compared to their size. What is the total charge on sphere two, Q2 in coulombs?
Consider two, conducting spheres, separated by a large distance. Sphere A has a radius of 0.85 m and sphere B has a radius of 1.25 m. Sphere A is charged to a potential of -25 V and sphere B is charged to a potential of +18 V. The spheres are then connected by a thin, conducting wire. Part A) What is the initial charge of Sphere A, in Coulombs? Part B) What is the initial charge of Sphere B, in...