100 fingerlings were released in a pond in 2005. By 2012, there were 324 fishes in the pond. The pond can sustain a maximum of 5000 fishes. (a) Use logistic growth function and write a general equation that describes the population (P(t)) at any time. (b) How many fishes will be there in 2020? (c) In what year will the population reach 1000?
100 fingerlings were released in a pond in 2005. By 2012, there were 324 fishes
in the pond. The pond can sustain a maximum of 5000 fishes.
(a) Use logistic growth function and write a general equation that describes the population (P(t)) at any time.
(b) How many fishes will be there in 2020?
(c) In what year will the population reach 1000?
(d) How many fishes are produced per year in 2016?.
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100 fingerlings were released in a pond in 2005. By 2012, there were 324 fishes
in the pond. The pond can sustain a maximum of 5000 fishes.
(a) Assuming logistic growth function write a general equation that describes the population (P(t)) at any time.
(b) How many fishes will be there in 2020?
(c) In what year will the population reach 1000?
(d) How many fishes are produced per year in 2016?.
Please I need an answer to (d) part
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