.Three charges are arranged on vertices of an
equilateral triangle ABC of side a as shown. The magnitude of
clectric field of point Pon the angular bisector of A and at a
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distance d' from Ald» a) is
where x and y are co-
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prime. Value of (xy) is equal to
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The force at A due to charge +Q at C is outward from C and the force at A due to charge -Q at B.
Explanation:
- So, the resultant is parallel to BC.
- Thus there will no force in a direction normal to BC.
- Force due to both charge at B and C are equal in magnitude.
- Let, q and −q are placed at A and C
- where 2q on B
- So, ≤n>hofA = d
- So, the dipo ≤ moment = (q×d) = P
- So, resultant dipole moment .
- P =[(qd)2+(qd)2+2qdqdcos60]12
- =[d2q2+d2q2+2d2q2×12]12
- =[3q2d2]12=3–√qd.
To Learn More...
1.if ABCD is a parallelogram and the angular bisectors of angle A and angle B meet at O , prove that angle AOB is a right angle
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