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Byju's Answer
Standard XII
Physics
Understanding Electrostatic Potential Energy
The displacem...
Question
The displacement of a charge Q in the electric field
E
=
e
1
^
i
+
e
2
^
j
+
e
3
^
k
is
^
r
=
a
^
i
+
b
^
j
.
The work done is
A
Q
(
a
e
1
+
b
e
2
)
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B
Q
√
(
a
e
1
)
2
+
(
b
e
2
)
2
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C
Q
(
e
1
+
e
2
)
√
a
2
+
b
2
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D
Q
(
√
e
2
1
+
e
2
2
)
(
a
+
b
)
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Solution
The correct option is
A
Q
(
a
e
1
+
b
e
2
)
By using
W
=
Q
(
⇀
E
.
Δ
⇀
r
)
⇒
W
=
Q
[
(
e
1
^
i
+
e
2
^
j
+
e
3
^
k
)
.
(
a
^
i
+
b
^
j
)
]
=
Q
(
e
1
a
+
e
2
b
)
Suggest Corrections
14
Similar questions
Q.
The displacement of a charge Q in the electric field
E
=
e
1
^
i
+
e
2
^
j
+
e
3
^
k
is
^
r
=
a
^
i
+
b
^
j
.
The work done is
Q.
Charge
Q
is given a displacement
→
r
=
a
^
i
+
b
^
j
in an electric field
→
E
=
E
1
^
i
+
E
2
^
j
. The work done is :
Q.
The displacement of charge
q
in the electric field
→
E
=
e
1
^
i
+
e
2
^
j
+
e
3
^
j
is
→
r
=
a
^
i
+
b
^
j
. The work done is
Q.
A charge
q
is projected into a uniform electric field
E
, work done when it suffers a displacement
Y
along the field direction is
Q.
A point charge q is rotated along a circle in an electric field generated by another point charge Q. The work done by the electric field on the rotating charge in one complete revolution is
(a) zero
(b) positive
(c) negative
(d) zero if the charge Q is at the centre, otherwise non-zero
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