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Byju's Answer
Standard XII
Physics
Measuring Mass
Calculate the...
Question
Calculate the voltage needed to balance an oil drop carrying
10
electrons between the plates of a capacitor
5
m
m
apart. The mass of the drop is
3
×
10
−
16
k
g
and
g
=
10
m
s
−
2
.
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Solution
F
G
=
3
×
10
−
6
×
10
=
3
×
10
−
15
N
E
=
(
m
g
10
e
)
=
(
3
×
10
−
15
10
×
1.6
×
10
−
19
)
=
0.1875
×
10
4
V
/
m
V
=
E
d
=
0.1875
×
10
4
×
5
×
10
−
3
=
9.375
v
o
l
t
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0
Similar questions
Q.
What voltage is needed to balance an oil drop carrying 5 electrons when located between the plates of a capacitor 5 mm apart? The mass of the drop is
3.12
×
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−
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Q.
The voltage required to balance an oil drop carrying 10 electrons between the plates of a capacitor which are 10 mm apart, is (Given mass of the oil drop
=
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×
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Q.
In Millikan's experiment, an oil drop of mass
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−
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is balanced by applying a potential difference of
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=
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s
−
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Q.
In Millinkan's oil drop experiment, a charged oil drop of mass
3.2
×
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−
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is held stationary between parallel plates
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Q.
In a Millikan's oil drop experiment , an oil drop of mass
0.64
×
10
−
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kg
carrying a charge
1.6
×
10
−
19
C
remains stationary between two plates separated by a distance of
5
mm
.
The voltage that must be applied between the plates is-
[Take
g
=
9.8
ms
−
2
]
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