AS_THE_NUMBER_OF_SECTIONS_IN_THE_BINOMIAL_MULTISECTION_TRANSFORMER_INCREASES_THE_PLOT_OF_NORMALIZED_FREQUENCY_V/S_REFLECTION_CO-EFFICIENT_HAS_A_WIDER_OPEN_CURVE.?$

AS_THE_NUMBER_OF_SECTIONS_IN_THE_BINOMIAL_MULTISECTION_TRANSFORMER_INC

1.	AS_THE_NUMBER_OF_SECTIONS_IN_THE_BINOMIAL_MULTISECTION_TRANSFORMER_INCREASES_THE_PLOT_OF_NORMALIZED_FREQUENCY_V/S_REFLECTION_CO-EFFICIENT_HAS_A_WIDER_OPEN_CURVE.?$
A.	true
B.	false
Answer» B. false

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A three section binomial transformer is used to match a 100Ω transmission line to a 50Ω transmission line. Then the value of the constant ‘A’ for this design is:
As the number of sections in the binomial multisection transformer increases the plot of normalized frequency v/s reflection co-efficient has a wider open curve.
In the plot of normalized frequency v/s reflection co-efficient for a binomial multisection filter, the curve has a dip at:
The reflection coefficient ГN in terms of successive impedances Zn and Zn+1 when multisection transformers are used in a binomial matching transformer is given by:
The condition │Г (θ) │=0 for θ=π/2 of a binomial multi section transformer corresponds to the:
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:
If a quality binomial matching transformer gives a good flat response curve, it is called “maximally flat”.
AS_THE_NUMBER_OF_SECTIONS_IN_THE_BINOMIAL_MULTISECTION_TRANSFORMER_INCREASES_THE_PLOT_OF_NORMALIZED_FREQUENCY_V/S_REFLECTION_CO-EFFICIENT_HAS_A_WIDER_OPEN_CURVE.?$
A three section binomial transformer is used to match a 100‚âà√≠¬¨¬© transmission line to a 50‚âà√≠¬¨¬© transmission line. Then the value of the constant ‚Äö√Ñ√∂‚àö√ë‚àö‚â§A‚Äö√Ñ√∂‚àö√ë‚àö¬• for this design is:$#
In the plot of normalized frequency v/s reflection co-efficient for a binomial multisection filter, the curve has a dip at?

AS_THE_NUMBER_OF_SECTIONS_IN_THE_BINOMIAL_MULTISECTION_TRANSFORMER_INCREASES_THE_PLOT_OF_NORMALIZED_FREQUENCY_V/S_REFLECTION_CO-EFFICIENT_HAS_A_WIDER_OPEN_CURVE.?$

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