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Suppose That the Function P(t)satisfies the Differential Equation $P ^ { \prime } ( t ) = P ( t ) ( 6 - P ( t ) )$

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Suppose that the function P(t)satisfies the differential equation $P ^ { \prime } ( t ) = P ( t ) ( 6 - P ( t ) )$ with the initial condition P(0)= 4.Which of the following is a possible graph for P(t)for small t > 0? $Suppose that the function P(t)satisfies the differential equation P ^ { \prime } ( t ) = P ( t ) ( 6 - P ( t ) ) with the initial condition P(0)= 4.Which of the following is a possible graph for P(t)for small t > 0?$

Suppose That the Function P(t)satisfies the Differential Equation P′(t)=P(t)(6−P(t))P ^ { \prime } ( t ) = P ( t ) ( 6 - P ( t ) )P′(t)=P(t)(6−P(t))

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Suppose That the Function P(t)satisfies the Differential Equation $P ^ { \prime } ( t ) = P ( t ) ( 6 - P ( t ) )$

Correct Answer:
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