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what is vector representation of Coulomb law​

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what is vector representation of Coulomb law

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Answered by Anonymous
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The vector form of Coulomb’s law is

F⃗ 12=Q1Q24πϵR212a^12=Q1Q24πϵr⃗ 2−r⃗ 1|r⃗ 2−r⃗ 1|3

The middle expression is the best for understanding the physics of Coulomb’s law. It shows there is a 1/R2 dependence on force with distance R. and shows the positive direction for force is along the line connecting charge 1 to charge 2

The formula of Coulomb's law:

If we have two charge q1, q2. We have a formula

1) The magnitude of Coulomb's law:

F=k|q1||q2|r2F=k|q1||q2|r2

2) The vector form:

F12→=k(q1q2)r2r12^F12→=k(q1q2)/r2r12^

F12F12 is the force on q2q2 due to q1q1.

I don't get idea why we cannot put absolute data in the vector formula (the second formula). Why is it impossible to write:F12→=k(|q1||q2|)r2r12^F12→=k(|q1||q2|)/r2r12^

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