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2 cards from this section. Quick, good the night before a test.
What is the Final Value Theorem?
Refer to the definition discussed.
List one of the conditions for applying the FVT.
Think about stability in the equations.
What does the Final Value Theorem calculate?
Remember what final values mean in the context of systems.
If poles of sF(s) are in the right half-plane, is FVT valid?
Visualize the complex plane and the implications for stability.
Given f(t) = cos(t), analyze the conditions for applying FVT and explain the results.
Consider how oscillation affects convergence.
Consider f(t) = e^(2t). Discuss whether FVT can be applied and justify your reasoning.
Focus on the exponential growth in your analysis.
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