A transformer is needed to convert a mains 240 V supply into a 12 V supply. If there are 2000 turns on the primary coil, then find the number of turns on the secondary coil. Ans. (100)
Given:
Supplied Voltage to the primary coil of transformer = Vp = 240 V Output Voltage of the secondary coil of transformer = Vs = 12 VNumber of turns on the Primary coil = Np = 2000
Supplied Voltage to the primary coil of transformer = Vp = 240 V
Output Voltage of the secondary coil of transformer = Vs = 12 V
Number of turns on the Primary coil = Np = 2000
To Find:
Number of turns on the secondary coil = Ns = ?
Solution:
The relationship between voltages and number of turns of Primary and secondary coils are as following
`\frac{Ns}{Np}` = `\frac{Vs}{Vp}`
or
Ns = `\frac{Vs}{Vp}` x Np
by putting values
Ns = `\frac{12 V}{240 V}` x 2000
Ns = 100
Thus, the number of turn in the secondary coil is 100
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