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Physics
A transformer of efficiency 90 % draws an input power of 4 kW. An electrical appliance connected across the secondary draws a current of 6 A. The impedance of the device is
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Q. A transformer of efficiency $90\%$ draws an input power of $4\,kW$. An electrical appliance connected across the secondary draws a current of $6\,A$. The impedance of the device is
KEAM
KEAM 2009
Alternating Current
A
$ 60\,\Omega $
0%
B
$ 50\,\Omega $
40%
C
$ 80\,\Omega $
0%
D
$ 100\,\Omega $
60%
E
$ 120\,\Omega $
60%
Solution:
$ \eta =\frac{output\text{ }power}{input\text{ }power}=\frac{{{V}_{S}}{{I}_{S}}}{4000}=\frac{Z{{({{I}_{S}})}^{2}}}{4000} $
$ \therefore $ $ \frac{90}{100}=\frac{Z{{(6)}^{2}}}{4000} $
or $ Z=100\,\Omega $