To obtain a flat curve in the response of a binomial multisection transformer, N-1 derivatives of │Г (θ) │are set to zero. This implies:

the frequency sensitivity of the matching section is increased linearly

the frequency sensitivity of the matching section is increased exponentially

roll off in the curve is increased

To obtain a flat curve in the response of a binomial multisection tra

1.	To obtain a flat curve in the response of a binomial multisection transformer, N-1 derivatives of │Г (θ) │are set to zero. This implies:
A.	the frequency sensitivity of the matching section is increased linearly
B.	the frequency sensitivity of the matching section is increased exponentially
C.	roll off in the curve is increased
D.	none of the mentioned
Answer» E.

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To obtain a flat curve in the response of a binomial multisection transformer, N-1 derivatives of │Г (θ) │are set to zero. This implies:

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