Question: ( 1 0 points ) : Observer ( State Estimator ) and Kalman Filter 1 . Assume that we have developed a state - space

(10 points): Observer (State Estimator) and Kalman Filter 1. Assume that we have developed a state-space model of our physical system =+([+1]=
[]+[]) In a few sentences, give 2-3 reasons why we may want to use an observer for our physical system we are trying to control.
2. What information is used in the observer (state estimator) that might enable us to get better estimates of the
actual states of the physical system when compared to performing a forward simulation.
3. What is a defining feature of a Kalman Filter that makes it different from a deterministic (Luenberger) observer.
What additional information is included in a Kalman Filter?

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