A cell of emf 2 volt and internal resistance 0.1 ohm is connected to a 3.9 ohm external resistance what will be the potential difference across the terminal of the cell
Answers
Answered by
162
Final Answer : 1.95V
Underst\nding :
1) Potential Difference across terminal of a cell,
V = E - I r
where
E = EMF of cell =2V
r = internal resistance =0.1ohm
i = current in circuit.
R = External Resistor
Steps :
1) Cell and External resistor are connected directly,
=> R(eq) = r + R
=0.1 + 3.9 = 4.0 oh m
2) Current in circuit,
I = E / R(eq)
= 2/4.0 = 1/2 =0.5 A
3) Potential Difference across terminal of a cell,
V = E - Ir
= 2 - 0.5 *0.1
= 1.95 V.
See Circuit Diagram in pic
Underst\nding :
1) Potential Difference across terminal of a cell,
V = E - I r
where
E = EMF of cell =2V
r = internal resistance =0.1ohm
i = current in circuit.
R = External Resistor
Steps :
1) Cell and External resistor are connected directly,
=> R(eq) = r + R
=0.1 + 3.9 = 4.0 oh m
2) Current in circuit,
I = E / R(eq)
= 2/4.0 = 1/2 =0.5 A
3) Potential Difference across terminal of a cell,
V = E - Ir
= 2 - 0.5 *0.1
= 1.95 V.
See Circuit Diagram in pic
Attachments:
manavjaison:
any formula?
Answered by
25
Answer:
Given,
EMF of the cell(E) =2 V
internal resistance(r)= 0.1 V
External resistance(R)=3.9 V
V=IR
=(E÷(R+r))×R
=(2÷(3.9+0.1))×3.9
=1.95 V
Therefore potential difference across the terminals of the cell =
1.95V.
Explanation:
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