The population of fish in a certain pond months after it was introduced is given below.Months Population0 1,0001 3,0002 6,0003 9,0004 10,0005 10,500Enter this data into your calculator and use logistic regression to create a function, A(t), that models the amount of fish in the pond t months after it was introduced. (round all values to three decimal places)A(t)=Using this model, what will the population be after one year? The population of fish in a certain pond months after it was introduced is given below.Months Population10001300060003900041000010500Enter this data into your calculator and use logistic regression to create a function, A(t), thatmodels the amount of fish in the pond t months after it was introduced. (round all values to threedecimal places)A(t) =Using this model, what will the population be after one year? (round answer to nearest wholenumber)

Answered: The population of fish in a certain…

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)

6th Edition

ISBN:9781337111348

Author:Bruce Crauder, Benny Evans, Alan Noell

Publisher:Bruce Crauder, Benny Evans, Alan Noell

Chapter5: A Survey Of Other Common Functions

Section5.1: Logistic Functions

Problem 17E: World Population The following table shows world population N, in billions, in the given year. Year...

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The population of fish in a certain pond months after it was introduced is given below.

Months Population

0 1,000

1 3,000

2 6,000

3 9,000

4 10,000

5 10,500

Enter this data into your calculator and use logistic regression to create a function, A(t), that models the amount of fish in the pond t months after it was introduced. (round all values to three decimal places)

A(t)=

Using this model, what will the population be after one year?

The population of fish in a certain pond months after it was introduced is given below.
Months Population
1000
1
3000
6000
3
9000
4
10000
10500
Enter this data into your calculator and use logistic regression to create a function, A(t), that
models the amount of fish in the pond t months after it was introduced. (round all values to three
decimal places)
A(t) =
Using this model, what will the population be after one year? (round answer to nearest whole
number)

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