The Problem:

The population of Manitoba from 1975 to 2010 is given in 5-year increments.

Year/Population
1975
1,019,529
1980
1,033,557
1985
1,078,327
1990
1,102,752
1995
1,124,947
2000
1,144,428
2005
1,176,114
2010
1,226,738


1. Find a quadratic equation of best fit.
2. Find a cubic equation of best fit.
3. Find an exponential equation of best fit.
4. Using mathematical reasoning,state which model you think best suits the data.
5. Use that model to predict the population in 2050.
6. State at least two factors that affect population growth.

1 mark for a correct quadratic model
1 mark for a correct cubic model
1 mark for a correct exponential model
1 mark for a correct justification of choice of model
1 mark for correct population in 2050
1 mark for showing work to find population in 2050
2 marks for population factors

4 answers

Please go back and post what you know about the other questions you've posted.

Show a little effort on your part and tutors will be more willing to help you.

Do not post any new questions until you've done that.
Lol just answer the question or go away thanks
With remarks like that to a Jiskha tutor and administrator, you are on your way to being banned.
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