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Consider the Differential Equation dPdt=sinP\frac{d P}{d t}=\sin P What Happens to the Value Of P

Question 51

Multiple Choice

Consider the differential equation dPdt=sinP\frac{d P}{d t}=\sin P . What happens to the value of P(t) P(t) as tt \rightarrow \infty if P(0) =2P(0) =2 ?


A) It approaches 0.
B) It approaches π\pi .
C) It approaches 2π2 \pi .
D) It approaches \infty .

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