Sec. 1.1, #23; Sec. 1.2, #8; Sec. 1.3, #3, #9; Sec. 1.4, #20, #23; Sec.
1.5, #8, #18; Sec. 2.2, #15, #17.
For each problem, use a computer
system + symbolic software tool (MATLAB,
Maple, Mathematica, etc.), on-line
graphing software or graphing calculator (if desired)
to plot a slope field and several typical solution curves of the given
differential equation on the same coordinate axes. Provide enough
information to enable reproduction of your results.
Note :
(i) Where
an initial condition is given, (Sec. 1.1, #23; Sec. 1.2, #8; ; Sec. 1.4, #20, #23) highlight the
solution curve that satisfies it. If points on the solution domain are
prescribed, solution
curves must pass
through them.
(ii) For Sec. 2.2, #15, #17, verify visually the stability
of each critical pointt (stable, unstable or
semistable).
Explain.
(iii) No handwritten information on the project paper submitted for
grading on May 01, 2020.
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