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@aum
@aum could help me with this please?:(
\[\large N(t) = \frac{300}{1+299e^{-0.36t}} \]
For b) put t = 0 N(0) = 300 / (1 + 299 * 1) = 300/300 = 1 (True).
For c) put t= 14 and see if N(t) = 100. N(t) = 300 / { 1 + 299 * e^(-0.36 * 14) } = 102 which is approximately 100. So it is true.
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d) As t becomes large, N(t) becomes close to 300. So there are 300 people in the enclosed space.
a) is true as the rumor spreads at an exponential rate.
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