population of rabbits is released in a nearby park. Their population size can be modeled using the function R(t)= 20+60t/1+0.5t , Where T is the number of years since their release and R(t) is the number of rabbits in the park at time T. A) Determine the vertical intercept and describe its meaning within the context of this problem(be sure to use units)? B) Find the horizontal asymptote(s) and describe the meaning within the context of this problem. If the asymptote has no meaning say no. C) Evaluate R(10) and describe its meaning within the context of this problem( be sure to use units
A population of rabbits is released in a nearby park. Their population size can be modeled using the function R(t)= 20+60t/1+0.5t , Where T is the number of years since their release and R(t) is the number of rabbits in the park at time T.
A) Determine the vertical intercept and describe its meaning within the context of this problem(be sure to use units)?
B) Find the horizontal asymptote(s) and describe the meaning within the context of this problem. If the asymptote has no meaning say no.
C) Evaluate R(10) and describe its meaning within the context of this problem( be sure to use units)
D) Determine the practical range of R(t). explain your reasoning and how you found the values.
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