Measure the value of the current flowing in the circuit with help of the ammeter. Note its values in your book as I.
Equivalent resistance of a series
connection:
Observe figure 17. In this figure the bulbs
are shown as resistors with symbols.
In series connection of resistors there is
only one path for the flow of current in the
circuit. Hence, the current in the circuit is
equal to I.
According to Ohm’s law,
potential difference across R1is, V1=IR1
potential difference across R2is, V2=IR2
potential difference across R3is, V3=IR3
Let Reqis the equivalent resistance of the combination of resistors in series.
If the current drawn by a resistor is equal to the current drawn by the combination of resistors then the resistor is called as equivalent resistor (provided the source in the circuit is constant).
So,we have V=IReq
Substituting the values of V1, V2, V3 and V in the equation (1), we get
IReq = IR1 +IR2 +IR3
Req = R1+ R2+ R3
From the above equation you can conclude that the sum of individual
resistances is equal to their equivalent resistance when the resistors are
connected in series.
When one of the resistors in series breaks down, the circuit becomes open and flow of current cannot take place in the circuit. This is the reason why household electrical appliances are not connected in series.