A network consisting of a finite number of linear resistor (R), induc…

ECE · Q32

Signal Processing

Engineering and GATE · ECE · question 32

Q32

A network consisting of a finite number of linear resistor (R), inducer (L), and capacitor (C) elements, connected all in series or all in parallel, is excited with a source of the form

k = 1 \sum 3 a_{x} cos (k ω_{0} t), were a_{k} \neq = 0, ω_{0} \neq = 0.

The source has nonzero impedance. Which one of the following is a possible form of the output measured across a resistor in the network?

k = 1 \sum 3 b_{x} cos (k ω_{0} t + ϕ_{k}), were b_{k} \neq = a_{k}, \forall K

k = 1 \sum 3 b_{x} cos (k ω_{0} t + ϕ_{k}), were b_{k} \neq = 0, \forall K

k = 1 \sum 3 a_{x} cos (k ω_{0} t + ϕ_{k})

Answer

k = 1 \sum 2 a_{x} cos (k ω_{0} t + ϕ_{k})

Answer: Option C

Solution

Answer: Option C

No explanation is given for this question Let's Discuss on Board

Previous Next

All Signal Processing questions