Understanding Electrostatics: Calculating Potential of Metal Spheres

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To calculate the electric potential of one metal sphere due to another, the formula used is V = kq/r, where k is the Coulomb's constant, q is the charge, and r is the distance from the charge to the point of interest. It is important to note that the charge distribution on one sphere can indeed be influenced by the presence of another sphere, but if the spheres are fixed, this effect can be simplified in calculations. The potential on one sphere due to another can be determined without directly considering the charge redistribution, as the potential is a scalar quantity. Resources such as academic papers can provide further insights into the interactions between charged spheres. Understanding these principles is crucial for accurately solving electrostatics problems involving multiple conductors.
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Homework Statement


while solving a problem i got a doubt from one of the steps,

there are 2 metal spheres ,distance between them is l.the charges present on the sphere and radii are q1,r1 and q2,r2 respectively.
now we have to find the potential on sphere 1 due to 2 and on sphere 2 due to 1.(anything can be taken as first and second sphere)

Homework Equations


potential due to a sphere= kq/r

The Attempt at a Solution


i know to find potential due to sphere on the centre of another sphere but how to find potential on sphere?
and won't the charge distribution of one sphere be affected due to second sphere?and hence won't the potential also be disturbed?

we can assume spheres are fixed.
 
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