6. Explain series connection of resistance.
Answers
Answer:
The resistors are connected across two points in the circuit in such a way that the current flowing through each resistor is the same and only one path is available for it to flow, then the resistors are said be connected in series.
Explanation:
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ANSWER
The resistors are connected across two points in the circuit in such a way that the current flowing through each resistor is the same and only one path is available for it to flow, then the resistors are said be connected in series.
In the figure above, three resistors R
1
,R
2
and R
3
are connected in series across the points A and B. Hence, the current (I) flowing through each of the resistors is same but the total voltage of the battery gets divided.
If the voltage drops across V
1
,V
2
and V
3
are R
1
,R
2
and R
3
respectively then,
V=V
1
+V
2
+V
3
.(i)
Now, if the resistor R instead of these three resistances R
1
,R
2
and R
3
is connected in such a way that the current flowing through the circuit remains the same, then R is called the equivalent resistance of the circuit.For an equivalent resistor, V = IR.(ii)
According to Ohms law,
R
1
voltage drops across, V
1
=IR
1
..(iii)
R
2
voltage drops across, V
2
=IR
2
..(iv)
R3 voltage drops across, V
3
=IR
3
..(v)
Adding (iii), (iv) and (v):
V
1
+V
2
+V
3
=IR
1
+IR
2
+IR
3
(vi)
Or, V=IR=I(R
1
+R
2
+R
3
)
Or, R=R
1
+R
2
+R
3
Thus, in a series connection, the equivalent resistor R is equal to the sum of all the resistors connected in the series.
solution