3.2/3.3 Flashcards

1
Q

steps for convolution computation
to obtain the output response y(n)

A

fold shift multiply sum

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2
Q

Why is the impulse signal important relating to frequency

A

contains all frequency components

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3
Q

properties a LTI system possess

A

Both linear and time-invariant

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4
Q

formula for Length of impulse response

A

length y(n) - length x(n) +1

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5
Q

output of a casual system depends on which inputs

A

present input, past input and past output

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6
Q

significance of a LTI system

A

knowing the impulse response enables output to be computed for any arbitrary input

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7
Q

property of convolution to obtain same output y(n) implementing convolution equation using table method

A

commutative

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8
Q

impulse response is reaction of any dynamic system in response to
signal at time t = ?

A

signal at time t=0

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9
Q

Correlation is

A

Measure of similarity of 2 signals

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10
Q

convolution is

A

computation of output for linear system

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