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Question 3 Given the equations c(P-S) where: immigration P total number of species in the mainland pool, given as 500 species species richness of the island D distance of the island from the mainland, given as 200m island) given as 0.10 colonization probability (probability that a given species will make it to f- a scaling factor for distance, given as 0.01 and (2) where E extinction rate species richness of the island A area of the island, given as 100 m q extinction probability for a given species, given as 0.20 m a power scaling factor, given as 0.25 Calculate the immigration and when the fraction of species found on the island extinction rates a) 0.3 of the mainlands total number of species b) 0.5 of the mainlands total number of species c) 0.7 of the mainlands total number of species d) 1.0 of the mainlands total number of species for this island? e) What is the equilibrium number of species (S*)
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