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What is the doubling time of the population

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Sketch R. Label any assymptotes and zeros.

An exponentially growing population of bunnies has a population A

What is the doubling time of the population

Given that the Earth weighs 5.9722 x 1Ou kilograms. and assuming each bunny weighs 1 kilogram, how long before the bunnies weigh more than the Earth

A nearby population of chinchillas is on the verge of extinction as of April 2nd, having a population of only 20. However, the chinchillas have their hearts set on overcoming the insidious bunnies, and have adopted a rigorous procreation schedule, yielding a continuous daily growth rate of 500%. How long until the chinchillas numerically overcome the bunnies and the world is once more safe from the threat of exponential rabbit populations?

I. Consider the rational function 

R(x)X3 - 9x 4 — 4x — x2 + (a) (5 points) Where are the vertical assymptopes of I?? 

(b) (5 points) Where are the zeros of R? 

(c) (5 points) Does I? have a horizontal assymptope? If so, where is it? 


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Reference no: EM131112077

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