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Mathematics, 05.02.2022 01:00 alyssaxsanchez
1 Mathematicians often study equations of the form x' (t) = rx(t)[1 β X(t)], instead of the more complicated x"(t) = cx(t)[K β X(t)), justifying the simplification with the statement that the second equation "reduces to" the first equation. Starting with y' (t) = cy(t)[K β y(t)], substitute y(t) = KΓ€(t) and show that the equation reduces to the form x'(t) = rx(t)[1 β x(t)]. How does the constant r relate to the constants cand K?
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1 Mathematicians often study equations of the form x' (t) = rx(t)[1 β X(t)], instead of the more com...
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