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Defining u(t), r(t) and s(t) in their standard ways, are their derivatives defined at t = 0?

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in Signals and Systems by (1.2m points)
Defining u(t), r(t) and s(t) in their standard ways, are their derivatives defined at t = 0?

(a) Yes, Yes, No

(b) No, Yes, No

(c) No, No, Yes

(d) No, No, No

This question was addressed to me in an online quiz.

The doubt is from Useful Signals in division Signals and Systems Basics of Signals and Systems

1 Answer

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by (42.1k points)
Right option is (d) No, No, No

Easiest explanation: None of the derivatives are defined at t=0.

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