Electric charge q q and minus 2 q respectively are placed at the three corners of an equilateral triangle of side a magnitude of the electric dipole moment of the system is
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196
Let A, B and C be the vertices of the triangle.
The charges at the vertices are :
A = q
B = q
C = -2q
The charge at C can be written as : - q + - q
Dipole moment is always from a negative charge to a positive charge.
Let dipole moment from C to A = P₁ and dipole moment from C to B = P₂
The charge of C is thus split into two that is : - q and - q one king to A and the other one going to A.
The charge q of A + charge - q of C = q
The charge q of B + charge of - q of C = q
Dipole moment (P) =qa where a is the side of the equilateral triangle
P₁ = qa
P₂ = qa
The angle between the dipole moment = 60°
The resultant dipole moment (P) :
P = √(P² + P² + 2P Cos 60° = √3P
P= qa
The answer is thus :
√3qa
The charges at the vertices are :
A = q
B = q
C = -2q
The charge at C can be written as : - q + - q
Dipole moment is always from a negative charge to a positive charge.
Let dipole moment from C to A = P₁ and dipole moment from C to B = P₂
The charge of C is thus split into two that is : - q and - q one king to A and the other one going to A.
The charge q of A + charge - q of C = q
The charge q of B + charge of - q of C = q
Dipole moment (P) =qa where a is the side of the equilateral triangle
P₁ = qa
P₂ = qa
The angle between the dipole moment = 60°
The resultant dipole moment (P) :
P = √(P² + P² + 2P Cos 60° = √3P
P= qa
The answer is thus :
√3qa
Answered by
2
Answer:root 3 ql because of dipole
Explanation:
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