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Suppose That the Function P(t)satisfies the Differential Equation P(t)=P(t)(4P(t))P ^ { \prime } ( t ) = P ( t ) ( 4 - P ( t ) )

question 27

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Suppose that the function P(t)satisfies the differential equation P(t)=P(t)(4P(t))P ^ { \prime } ( t ) = P ( t ) ( 4 - P ( t ) ) with the initial condition P(0)= 1.Consider the behavior of the graph of P(t)P ( t ) near a point t0t _ { 0 } , where P(t0)=4P \left( t _ { 0 } \right) = 4 (if such a point exists).Is the following graph consistent with P(t)?  Suppose that the function P(t)satisfies the differential equation  P ^ { \prime } ( t ) = P ( t ) ( 4 - P ( t ) )  with the initial condition P(0)= 1.Consider the behavior of the graph of  P ( t )  near a point  t _ { 0 }  , where  P \left( t _ { 0 } \right) = 4  (if such a point exists).Is the following graph consistent with P(t)?

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