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==A Continuous Time, Linear, Time-Invariant System== | ==A Continuous Time, Linear, Time-Invariant System== | ||
| + | Consider the system <math>y(t)=2x(t)-x(t-2)</math>. | ||
==Unit Impulse Response== | ==Unit Impulse Response== | ||
| + | Let <math>x(t)=\delta(t)</math>. Then <math>h(t)=2\delta(t)-delta(t-2)</math>. | ||
==System Function== | ==System Function== | ||
==Response to a Signal from Question 1== | ==Response to a Signal from Question 1== | ||
Revision as of 05:54, 25 September 2008
Contents
A Continuous Time, Linear, Time-Invariant System
Consider the system $ y(t)=2x(t)-x(t-2) $.
Unit Impulse Response
Let $ x(t)=\delta(t) $. Then $ h(t)=2\delta(t)-delta(t-2) $.
