An inductor (XL=2Ω) , a capacitor (XC=8Ω) and a resistance (8Ω) are connected in series with an ac source. The voltage output of A.C source is given by v=10cos 100πt. The instantaneous potential difference between A and B is equal to x×10−1volt, when it is half of the voltage output from source at that instant. Find out value of x________

An inductor (XL=2Ω) , a capacitor (XC=8Ω) and a resistance (8Ω) are

1.	An inductor (XL=2Ω) , a capacitor (XC=8Ω) and a resistance (8Ω) are connected in series with an ac source. The voltage output of A.C source is given by v=10cos 100πt. The instantaneous potential difference between A and B is equal to x×10−1volt, when it is half of the voltage output from source at that instant. Find out value of x________
Answer» An inductor $(X_{L} = 2 Ω)$ , a capacitor $(X_{C} = 8 Ω)$ and a resistance $(8 Ω)$ are connected in series with an ac source. The voltage output of $A . C$ source is given by $v = 10 cos 100 π t$ . The instantaneous potential difference between $A$ and $B$ is equal to $x \times 10^{- 1} v o l t$ , when it is half of the voltage output from source at that instant. Find out value of $x$ ________

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