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Submitted by Thman2c on Sat, 2013-04-27 20:28
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# Exponential Growth

Hello,  I have attached a assignment that was not completed.. Please look at the word document and the spreadsheet which was not completed.  I need this completed in a rush before midnight if possible.

Assignment 1: Exponential Growth

In Module 4, you were introduced to the concept of exponential functions that can be used to model growth and decay. In this exercise, you will use a Microsoft Excel spreadsheet to calculate the exponential growth of a population of your choosing.

Click here to open the Microsoft Excel spreadsheet that you will use to perform the calculations for this assignment.

In the spreadsheet, perform the following operations:

1. Input a population value into the box next to Initial Population on the spreadsheet. This population should be anything such as the people, animals, microorganisms, or plants.
2. Input a rate of growth for your population into the box next to Rate 1. Since we are interested in a positive annual percent growth rate per year, this number should be greater than zero percent. Be sure to input this number in the form of a decimal.
3. Repeat the above procedure for Rate 2 and Rate 3. Make sure that the values you select differ by two percent. For example, the values 0.01, 0.03, and 0.05 would be good choices.
4. Under the Time (years) column, input three different year values. Make sure that your values increase by a minimum of two years. For example, 3, 5, 7 years would be good choices.
5. When you input all of your data, you’ll see that the spreadsheet has performed the calculations for the future size of each population, rate of growth, and time interval. Additionally, this information will be presented graphically in the chart.

Now that you’ve completed your analysis, it is now time to report the results and examine your findings.

In a Microsoft Word document, respond to the following:

1. Calculate what the future size of the population will be, given a specific initial population, rate of growth, and time interval.

Use the exponential equation: Future value = Present value * exp(rt)

• exp is the base "e"
• r = annual rate of growth expressed as a percent
• t = years

Note: The spreadsheet performed these calculations for you, so you can check the answer you obtain with those in the spreadsheet. In order to perform this calculation, you’ll need to have access to a scientific calculator that will have an ex button in order to perform the exp(rt) calculation. There are a number of free scientific calculators available over the Internet. Additionally, all smartphones have calculator apps that have a scientific mode. Check with your instructor for a list of currently available free options if you do not own a scientific calculator.

1. Repeat the calculation for at least two other values of t; make sure they are at least two years apart from one another. Use the same values you input into the spreadsheet and compare the answers you obtain to those that appear in the spreadsheet.
1. Repeat the calculations using two more selections of population growth rate; ensure that each population growth rate is at least two percent different than the others. Use the same values you input into the spreadsheet and compare the answers you obtain to those that appear in the spreadsheet.
1. Examine the graph that your spreadsheet produced based upon the calculations. Did this graph consist of straight lines or curved lines? Describe the shape of these lines for each growth rate. How did they differ? Why?
2. Explain the implications of growth rate for your population. What do you think will happen over a long period of time if a given population of organisms is allowed to increase without limits? Are there environmental factors that keep populations from growing exponentially unchecked? What would be the impact on environmental resources?
3. Explain the likelihood of your results. Would it be expected that the percent growth rate would stay constant over long periods? Is exponential growth an appropriate assumption for long periods? If not, what other changes in population size might be expected?

For this assignment, you will submit a spreadsheet and a report. The spreadsheet will be the Microsoft Excel file containing your analysis. Name your Microsoft Excel file as follows: LastnameFirstInitial_M5_A1.xls.

The report will be a Microsoft Word document in which you will address all of the questions in this assignment in the form of a narrative. Name your Microsoft Word document as follows: LastnameFirstInitial_M5_A1.docx.

Submit both documents to the M5: Assignment 1 Dropbox by Saturday, April 20, 2013.

 Assignment 1 Grading Criteria Maximum Points Select a population size (population could consist of people, animals, microorganisms, or plants). 20 Select a positive annual percent growth rate per year, which should be greater than 0%. 20 Calculate what the future size of the population will be, given the below assumptions. Use the exponential equation: Future value = Present value *exp(rt) Where exp is the base “e” of exponential, r = annual rate of growth, expressed as a percent t = years 20 Repeat the calculation for SECOND value of t (make sure they are at least two years apart from one another). 20 Repeat the calculation for THIRD value of t (make sure they are at least two years apart from one another). 20 Graph the results for population growth by % growth rate, vs. time in years for all FIRST calculations of t. 40 Graph the results for population growth by % growth rate, vs. time in years for all SECOND calculations of t. 40 Graph the results for population growth by % growth rate, vs. time in years for all THIRD calculations of t. 40 Explain the implications of this growth rate for the population’s resource use and the environment. 40 Explain the likelihood of your above results. Would it be expected that the % growth rate would stay constant over long periods? 40 Total: 300

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## Solution (Text & EXCEL), A+ Grade Guaranteed

body preview (45 words)

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Kindly xxxx x rating xx my solution.

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file1.docx preview (918 words)

xxx the initial xxxxxxxxxx xx domestic xxxx xx x town xx 250.

xx xxxx study we shall xxxxxxxx three xxxxxx growth rates of 2%, xx xxx xx for xxxxxxxxx the xxxxxx xx the population xx domestic xxxx xxx this xxxxx

xxx xxxxxxxxx formula shall be used xxx calculating the xxxxxxxxxx after x xxxxxx

xxxxxx xxxxxx xxxxx x x xx

xxxx (years), x = x

xxx xxxxxxxxxx xx xxxxxxxx cats xx the town xxxxx x years, xxxxxxxxxxx xx initial population of 250 xxx xxxx of xxxxxx xx xx can xx calculated xx follows:

Therefore with xx xxxxxxx xxxxxxxxxx xx xxx domestic xxxx growing at an xxxxxx xxxx of xxx xxx future population xx domestic xxxx xx xxx xxxx xxxxx x xxxxx xx xxxxxxxx xx xx xxxx

Annual xxxxxx xxxxx r x xx

xxxx xxxxxxxx t = xx

xxx population of domestic xxxx in the xxxx after xx xxxxxx considering an xxxxxxx xxxxxxxxxx of xxx xxx rate of growth of 2% can xx xxxxxxxxxx as follows:

xxxxxxxxx with an xxxxxxx xxxxxxxxxx xx xxx domestic xxxx growing at an xxxxxx xxxx xx 2%, xxx

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file2.xlsx preview (22 words)

# Sheet1

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 Initial Popluation 250 Rate 1 xxxx xxxx 2 xxxx xxxx 3 xxxx xxxx xxxxxxx xxxxxx xxxxxxxxxx xxx xxxx 1 Future xxxxxxxxxx for Rate x Future xxxxxxxxxx xxx xxxx x 5 276 305 337 xx xxx xxx 455 25 412 679 1120