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The value of the characteristic impedance R0 in terms of R1 and R2 and R0 in the circuit shown below is?(a) R1+R2(R1+R0)/(R1+R0+R2)(b) R1+ R2(R1+R0)/(R1+R0+R2)(c) R2+ R2(R1+R0)/(R1+R0+R2)(d) R0+R2(R1+R2)/(R1+R0+R2)The question was posed to me in quiz.Question is from Attenuators topic in division Filters and Attenuators of Network Theory

Answer»

Correct OPTION is (b) R1+ R2(R1+R0)/(R1+R0+R2)

The BEST I can EXPLAIN: The value of the characteristic impedance R0 in TERMS of R1 and R2 and R0 when it is terminated in a load of R0 is R0=R1 + R2(R1+R0)/(R1+R0+R2).



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