In vacuum, there are two identical metal spheres (both can be regarded as point charges) with charge quantity - Q1 and + Q2 (Q1 > Q2). When the distance between them is r, the Coulomb force between them is F. now put the two spheres back in contact, and the Coulomb force between them becomes f / 3, what is Q1: Q2

In vacuum, there are two identical metal spheres (both can be regarded as point charges) with charge quantity - Q1 and + Q2 (Q1 > Q2). When the distance between them is r, the Coulomb force between them is F. now put the two spheres back in contact, and the Coulomb force between them becomes f / 3, what is Q1: Q2


1:3……
Charge sharing after collision, q = (q2-q1) / 2
Then the expressions of Coulomb force are given twice, and the second is one third of the first
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Under the action of external force, a positive point charge with the charge quantity of + 2x10 to the negative 9th power C moves slowly from point a to point B,
Under the action of external force, a point charge with a charge quantity of + 2x10 to the negative 9th power moves slowly from point a to point B. in this process, the external force does work to the point charge to the negative 6th power of 8 × 10. If the potential of point a is φ A and the potential of point B is φ B, then the following conclusion is correct
A. It can be concluded that φ a - φ B = 4000V
B. It can be concluded that a - B = - 4000V
C (a - b) may be equal to zero
D. It is impossible to judge the value of (a - b)
.


If the work done by electric field force WAB = - 8 * 10 ^ - 6 = q (φ a - φ b), then φ a - φ B = - 4000V



(1 / 3) move the positive point charge of C to the negative eighth power of 2 times 10 from infinity to a point in the electric field, and overcome the electric field force to do work 8 times 10 for the negative sixth time
(1 / 3) move the positive point charge with charge quantity of 2 times 10 to the negative 8th power C from infinite distance to point a in the electric field, overcome the electric field force to do work of 8 times 10 to the negative 6th power coke, and move the charge from infinite to point B in the electric field


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If the point a of 5.0 × 10 negative eighth power charge is moved to the point B in an electric field, the electric field force does the work of 6.0 × 10 negative third power J
If we move a 2.5 × 10 charge of minus 8 power C between a and B, what will the electric field force do


According to the work formula of electric field force on electric charge: (from a to b) WAB = Q * UAB (each quantity contains positive and negative signs), the potential difference of 6 * 10 ^ (- 3) = 5 * 10 ^ (- 8) * uaba and B is UAB = 1.2 * 10 ^ 5V. If the electric charge moves 2.5 × 10 to the negative 8th power C between a and B, the work done by electric field force is wab1 = Q1 * UAB = 2.5 * 10