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An inverse network may be obtained by converting each resistance element R into a corresponding resistive element of value?

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An inverse network may be obtained by converting each resistance element R into a corresponding resistive element of value?

(a) R0^2/R

(b) R/R0^2

(c) R0/R

(d) R/R0

The question was asked during a job interview.

My question comes from Inverse Network in portion Filters and Attenuators of Network Theory

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Correct answer is (a) R0^2/R

The best explanation: To obtain the inverse network we have to convert each resistance element R into a corresponding resistive element of value R0^2/R.

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