In cach case below, two ideal filters are placed in series and thcir cutoff frequency or frequencies are given in parentheses. In each case, characterize the composite filter as lowpass, highpass, bandpass, or bandstop and give the cutoff frequency/frequencies of the composite filter. (a) Lowpass (500) and highpass (250). (b) Bandpass (1000,2000) and highpass (1750). (c) Bandstop (500,1000) and highpass (1250). (d) Bandstop (500,1500) and bandpass (250,750).

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In cach case below, two ideal filters are placed in series and their cutoff frequency
or frequencies are given in parentheses. In cach case, characterize the composite filter as
lowpass, highpass, bandpass, or bandstop and give the cutoff frequency/frequencies of the
composite filter.
(a) Lowpass (500) and highpass (250).
(b) Bandpass (1000,2000) and highpass (1750).
(c) Bandstop (500,1000) and highpass (1250).
(d) Bandstop (500,1500) and bandpass (250,750).
Transcribed Image Text:In cach case below, two ideal filters are placed in series and their cutoff frequency or frequencies are given in parentheses. In cach case, characterize the composite filter as lowpass, highpass, bandpass, or bandstop and give the cutoff frequency/frequencies of the composite filter. (a) Lowpass (500) and highpass (250). (b) Bandpass (1000,2000) and highpass (1750). (c) Bandstop (500,1000) and highpass (1250). (d) Bandstop (500,1500) and bandpass (250,750).
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