03-2 - 1. u (t ) u (t ) = ? (a ) (t ) (b ) u (t ) (c ) u (t...

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1. () () ? = t u t u ) () a ( t δ () b () t u () c () 1 t u () d () t r () e () 1 t r LQ#03 Sect 2
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2. Given where then ) ( t y is t 1 1 0 ) ( t h ) 1 ( ) ( = t u t x ) ( t y LTI (a) (d) ) ( t y 2 1 (b) (e) (c) LQ#03 Sect. 2 t y ) ( t 2 1 1 0 2 t 1 0 2 t 2 1 ) ( t y 1 0 2 2 ) ( t y 2 1 t 1 0 t 2 1 1 0 2
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3. The value at of the convolution, 2 = t 2 1 0 1 0 t 1 2 t 1 is (a) 1 (b) 0 (c) 1 (d) 2 (e) 3 LQ#03 Sect. 2
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4. LTI ) ( ) ( t t x δ = ) ( t y ) 1 ( ) ( = t t h (a) () 0 = t y (b) () () t t y = (c) () () t u t y = (d) () ( ) 1 = t t y (e)
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03-2 - 1. u (t ) u (t ) = ? (a ) (t ) (b ) u (t ) (c ) u (t...

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