Question

In the 1859, a hunter released 24 wild rabbits near his home in southern Australia. If
the population of wild rabbits after their introduction could be modeled by the
formula R(t) = Rp. 100.33(1), what was the population of rabbits in 1880, 21 years later?

Answer 1

Answer:

240273129

Step-by-step explanation:

Answer 2

The population of rabbits in 1880 was ≈ 204273129

How to calculate the population model?

A population model can be calculated by a certain formula provided in each case.

How to estimate the population of wild rabbits after 21years?

The population model formula is R(t) = R(p). 100.33(t).

Where, R(t) --> total population at t-th year and R(p)--> population in current year.

The number of rabbits was 24 in the year 1859.

Therefore, in the year 1880, the number of rabbits was

R(t) = 24*100.033(21)

R(t) ≈ 204273129

Learn more about the population model here :

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