The voltage of $AC$ source varies with time according to the equation, $V = 100\, \sin 100\, \pi \, t \, \cos \,100\, \pi \,t$. Where $t$ is in second and $V$ is in volt. Then:-
The voltage of $AC$ source varies with time according to the equation, $V = 100\, \sin 100\, \pi \, t \, \cos \,100\, \pi \,t$. Where $t$ is in second and $V$ is in volt. Then:-
- A
The peak voltage of the source is $100\, volt$
- B
The peak voltage of the sourece is $(100/ \sqrt 2 )\, volt$
- C
the peak voltage of the source is $50\, volt$
- D
The frequency of the source is $50\, Hz$
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Is it possible
Is it possible