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The rms value of potential difference `V` shown in the figure is A. `V_(0)`B. `(V_(0))/(sqrt(2))`C. `(V_(0))/2`D. `(V_(0))/(sqrt(3))` |
Answer» Correct Answer - B `V_(rms)=[1/Tint_(0)^(T//2) V_(0)^(2) dt]^(1//2)=[(V_(0)^(2))/T [t]_(0)^(T//2)]^(1//2)` `=[(V_(0)^(2))/T(T/2)]^(1//2)` `V_(rms)=(V_(0))/(sqrt(2))` |
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