BMAD Posted September 8, 2015 Report Share Posted September 8, 2015 We have three separate environments where X and Y are unique species to each environment. Decide and justify what type of relationship the two respective species have in each environment.Environment 1x' = 2x - 3xyy' = -3y + 4xyEnvironment 2x' = xy - 2xy' = y - 2xEnvironment 3x' = yy' = 1/x Quote Link to comment Share on other sites More sharing options...
0 barbimanju Posted September 16, 2015 Report Share Posted September 16, 2015 sry i can't understand in this ques Quote Link to comment Share on other sites More sharing options...
0 mivaz Posted September 16, 2015 Report Share Posted September 16, 2015 Environment 3x' = yy' = 1/x = 1/y only have y in environment 3? Quote Link to comment Share on other sites More sharing options...
0 BMAD Posted September 16, 2015 Author Report Share Posted September 16, 2015 We have three separate environments where X and Y are unique species to each environment. Decide and justify what type of relationship the two respective species have in each environment.Environment 1x' = 2x - 3xyy' = -3y + 4xyEnvironment 2x' = xy - 2xy' = y - 2xEnvironment 3x' = yy' = 1/xSo in environment oneThe rate of change of x is determined by both 2x and the interaction of -3xy What does this mean? Well it means that the species has a natural growth rate (i.e. the 2x represents the mating and therefore growth of the population) However the interaction of -3xy shows that as there are more y's, the overall growth of the species begins to go down. Hence this would imply that either the species y in this case is living off of the animal x or that y out competes x for the same food source.Looking at y's rate of change in this environment should clarify which of these two concepts are occurring. Quote Link to comment Share on other sites More sharing options...
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BMAD
We have three separate environments where X and Y are unique species to each environment. Decide and justify what type of relationship the two respective species have in each environment.
Environment 1
x' = 2x - 3xy
y' = -3y + 4xy
Environment 2
x' = xy - 2x
y' = y - 2x
Environment 3
x' = y
y' = 1/x
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