An electric charge is formed by +5uc and -5 uC charges at 4mm distance. Calculate the dipole moment and give it's direction.
Answers
Answered by
20
Hey there!
Answer:
Here charge ( q ) = ± 5 uC
q = ± 5 × C.
Distance ( 2a ) = 4mm
= 4 × m.
Now using the dipole moment formula;
p =( q ).( 2a )
Substituting values;
p =( 5 × ) ( 4 × )
Let the above equation be ( 1 ).
Base same so power should be added.
= ×
=
Put this in equation ( 1 ).
p = 20 × C m.
Hence,
It's direction is from negative to positive.
#Be Brainly.
Answer:
Here charge ( q ) = ± 5 uC
q = ± 5 × C.
Distance ( 2a ) = 4mm
= 4 × m.
Now using the dipole moment formula;
p =( q ).( 2a )
Substituting values;
p =( 5 × ) ( 4 × )
Let the above equation be ( 1 ).
Base same so power should be added.
= ×
=
Put this in equation ( 1 ).
p = 20 × C m.
Hence,
It's direction is from negative to positive.
#Be Brainly.
Answered by
9
Answer:
- The Dipole moment (P) is 2 × 10⁻⁸ Cm
- The Direction is from - 5 μC to + 5 μC
Given:
- Charges given = - 5 μC & + 5 μC
- Separation between them (2 a) = 4 mm.
Explanation:
As the units are not given in S.I units lets first convert them in S.I units.
Now, we Know,
And, for distance
We know,
From the formula we know,
Here,
• P Denotes Dipole movement
• ( 2 a ) Denotes the distance between charges
• q Denotes the magnitude of the charge,
Now,
Substituting the values,
∴ The Dipole moment (P) is 2 × 10⁻⁸ Cm.
And, as we know, the direction of dipole is from negative charge to positive charge,
Therefore, here, the direction of the dipole will be from - 5 μC to + 5 μC
.
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