The voltage time (V-t) graoh for triangular wave having peak value `(V_0)` is as shown in fig.

The voltage time (V-t) graph for triangular wave having peak value V_(0) is as shown in figure.The rms value of V in time interval from t = 0 to T//4 is

Rms value of the saw-tooth voltage of peak value V_(0) as shown in-

The rms value of the saw-tooth voltage of peak value V_(0) from t=0 to t=2T as shown in figure is V_(0)/sqrtx .Find the value of x .

The average value for the saw-tooth voltage of peak value of V_(0) over half the cycle as shown in figure is

A time varying voltage V= 2t (Volt) is applied across and ideal inductor of inductance L =2H as shown in Fig. Then (assume current to be zero at t =0)

The peak voltage in a 220 V AC source is

In the circuit shown in Fig. if we assume that when the input voltage at the base resistance is 5V, V_(BE) is zero and V_(CE) is also zero. What is I_,I_ and beta? When the input is zero, then I_ is zero. What would be the output wave form if the input wave form is as shown in Fig.

The average and RMS value of voltage for square wave shown in figure-5.254 having peak value V_(0) are:

The current (I) and voltage (V) graphs for a given metallic wire at two different temperature (T_(1)) and (T_(2)) are shown in fig. It is concluded that