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Let yn+1 = -0.6yn. Solve the given difference equation in terms of the initial value y0. Describe the behavior of the solution as n--> positive infinity.
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haven't learned it yet... but this is a part of mathematical biology.
Observe that y_{n+1}/y_n = -0.6, a constant. This tells us that the sequence {y_n} is a geometric sequence with common ratio r = -0.6, so the solution is y_n = (y_0) (-0.6)^n, n = 0, 1, 2, ...
what happens when n goes to infinity ?
yn goes to 0?
yes :)
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Alright, thanks for the help :)
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