Question

2. Three identical lamps are connected in
series with each other. If the resistance
of each lamp is X ohms, what is the
equivalent resistance of this series
combination?
(1) ΧΩ
(3) 3X22
(2) 2
2
(4) 2
w/
X

Answer 1

The equivalent resistance of the series combination is :  3XΩ

Determine the Equivalent Resistance

Equivalent Resistance is the total resistance in circuit (i.e parallel or series circuits).

Bulb in series have the same resistance. Therefore each Bulb has a resistance of XΩ

equivalent resistance = $R_{1}$ + $R_{2}$ + $R_{3}$

Let $R_{1}$ represent resistance of bulb one

$R_{2}$ represent resistance of bulb two

  $R_{3}$ represent resistance of bulb three

equivalent resistance = X + X + X

equivalent resistance = 3XΩ

In conclusion, the equivalent resistance of the series combination of Three identical lamps connected in series with each other with a resistance of  X ohms each is 3XΩ

Learn more about Resistance: brainly.com/question/1851624