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1 April, 20:39

The number of frogs living in a pond at time t is modeled by the function y = F (t) that satisfies the logistic differential equation" = 25004 (1010-y), where t is measured in weeks. The number of frogs in the pond at time t=0 is F0 = b, where b is a positive constant.

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  1. 1 April, 20:48
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    from the first model y=F (t) ... (1) we have the equation = 25004 (1010-y) ... (2).

    now you recall that t=0, from equation 1 we now y=F (0) = 0.

    now from equation 2 we substitute y,

    which implies number of frogs = 25004 (1010-y) but y=0

    therefore 25004 (1010-0) = 25 254 040

    Step-by-step explanation:

    1. you define variables.

    2. you define equations

    3. substitute and solve
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