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3 cards from this section. Quick, good the night before a test.
What is the Final Value Theorem?
Think about the relationship between time-domain and frequency-domain.
List one application of the FVT.
Consider where steady-state conditions are needed.
What does the Final Value Theorem allow us to determine?
Focus on what 'final' signifies in the context of a system.
The FVT can be applied if poles of sF(s) are in the right half-plane. True or False?
Consider the location of poles and their implications for stability.
Given f(t) = 2 - e^(-3t), use the FVT to find the final value.
Watch for your transformations carefully!
If f(t) = 1 + e^(-t), assess if FVT applies and calculate.
Check pole conditions before applying.
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