Filtering in the Time and Frequency Domains

Answers to Problems

CHAPTER 1

    1. L.I.

    2. L.I.

    3. L.I.

    4. L.D.

    5. L.I.

    6. L.D.

    7. L.I.

    8. L.I.

    1. u h( t) = c 1 e -4 t + c 2 e 4 t

    2. u h( t) = c 1 e t + c 2 te t + c 3 t 2 e t

    3. u h( t) = c 1 + c 2 t + c 3 t 2 + c 4 t 3

    4. u h( t) = c 1 e -3 t sin 4 t + c 2 e -3 t cos 4 t

    1. a ? b,

      k( t - ?) = [ e - a ( t - ? ) - e -b ( t - ? )]

      a = b,

      k( t - ?) = ( t - ?) e -b ( t - ? )

    2. From (1.4-1),

  1. From (1.4-1), v 1( ?) = v 2( ?) =

    1. From Problem 1-4,

    2. From (1.8-3),

  2. From (1.6-3)

    1. e -48

    2. e ?

    3. 0


  3. Figure A.1-7

    1. k t( t - ?) = e -( R/L )( t - ? ); h( t - ?) = u -1( t - ?) k 1( t - ?)


    2. Figure A.1-8

    3. General shape is shown in Fig. 1-5.

      1. Response is that of (c) with T

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