For a particular predator-prey relationship, it was determined that the number y of prey consumed by an individual predator over a period of time was a function of the prey density x (the number of prey per unit area). Suppose that y=f(x)=(10x)/(1+0.1x)
If the prey density were to increase without bound, what value would y approach?
Therefore, the number of prey consumed by an individual predator over a period of time approaches to 100, when the prey density increases unboundly.
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