Question: The logistic growth function f ( t ) = frac { 7 2 0 } { 1 + 2 3 0 e ^ {

The logistic growth function f(t)=\frac {720}{1+230e^{-0.25t}} describes the population of a species of butterflies t month after they are introduced to a non-threatening habitat. What is the limiting size of the butterfly population that the habitat will sustain? A 1440 butterflies B720 butterflies 30 butterflies D 23 butterflies

Step by Step Solution

There are 3 Steps involved in it

1 Expert Approved Answer
Step: 1 Unlock blur-text-image
Question Has Been Solved by an Expert!

Get step-by-step solutions from verified subject matter experts

Step: 2 Unlock
Step: 3 Unlock

Students Have Also Explored These Related Mathematics Questions!

Q:

480 The logistic growth function f t 1 8 6e 0 11t after 12 months Round to nearest whole number OA 246 butterflies OB 146 butterflies OC 46 butterflies OD 5 760 butterflies ms que SCLER point s...

Q:

Decay Part 1 of 3 109 000 1 4500e weeks after its initial outbreak in a particular community The logistic growth function f t HW Score 0 0 of 12 points O Points 0 of 3 describes the number of people...

Q:

The logistic growth function f t OA 353 butterflies OB 253 butterflies OC 5 040 butterflies OD 153 butterflies 360 1 8e 0 211 describes the population of a species of butterflies t months after they...

Q:

The logistic growth function f left parenthesis t right parenthesis equals StartFraction 113 comma 000 Over 1 plus 4500 e Superscript negative t EndFraction describes the number of people, f(t), who...

Q:

Question shown below Exercise 2. Random variables. Suppose a child plays outside in the yard. On their own, they come back inside at a random time uniformly distributed on the interval [0, 1] (Take...

Q:

1. (a) The figure below includes the graphs of the following functions: fi(x) = 23, f(x) = 5". f(x) = ()".no) = () Mark the graphs on the figure and describe the process that enables you to make the...

Q:

1. [-/1 Points ] DETAILS If the monthly supply of math action figures t months after initial delivery to market is given by the logistical growth function 3000 s (t) = 7 + 35e-1.13t find the carrying...

Q:

4. (a] Solve the following equation. Clearly explain whether all solutions are acceptable. 72x + 6x-5 = 343 [b) Solve the following equation. Clearly explain whether all solutions are acceptable. + 2...

Q:

5. (2) A species is in danger of extinction; its population is decreasing exponentially as P = Piper, where P. Po, & are, respectively, the current population, the original population (at timer = 0],...

Q:

Scientists often use the logistic growth function to model population growth, where P 0 is the initial population at time t = 0, K is the carrying capacity, and r 0 is the base growth rate. The...

Q:

Two Men and a Truck (TMT) is a Michigan company that sells moving service franchises around the country. Mayes bought a TMT franchise in Indiana that operated under the TMT name. TMT sued Mayes for...

Q:

Suppose we order three types of clothing for Ceiling Mart. The optimal reorder intervals are 92 days, 21 days, and 60 days. What would be the optimal power-of-two ordering policy?

Q:

The foreign exchange market primary job is not to be a source of corporate finance. It facilitates corporate finactivities and international transactions. There are four main functions of the foreign...

Q:

Generate a project risk matrix for the Bike-sharing kiosks project and discuss the importance of defining the project risks. The WBS should contain the task, dependencies, the resources that are...