BIO205H5 Lecture 17: 205-17

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13 Jul 2020
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Now look at the predator equation and seeing when its stable. Simplify is by canceling out the p. The predator population is stable when they prey they are consuming are sufficient to the mortality theta re experiencing divided by how many predators they are reproducing (reproducing ) When prey is no available we see a decline in the predator population. Let"s start with the scenario when prey pop"ns are stable and not cycling (p = r c) Dotted line - number of predictors that satisfies the equation to make it stable. When the predators increase the prey will decrease, ( blue area) When the predators are less the prey will increase ( yellow area) Now the scenario when predator pop"ns are stable and not cycling (n = m ac) Same process but with the prey population. How a change in one population affects the other. Taking into account both the previous graph how they affect each other.

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