11 Chapter in ReviewAnswers to selected odd-numbered problems begin on page ANS-31.
Answer Problems 1–10 without referring back to the text. Fill in the blank or answer true/false.
The second-order differential equation x″ + f(x′) + g(x) = 0 can be written as a plane autonomous system.
If X = X(t) is a solution of a plane autonomous system and X(t1) = X(t2) for t1 ≠ t2, then X(t) is a periodic solution.
If the trace of the matrix A is 0 and det A ≠ 0, then the critical point (0, 0) of the linear system X′ = AX may be classified as .
If the ...
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