Label your axes with time on the x-axis

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Reference no: EM13196969

Growth Modeled by a Radical Equation:

Suppose instead that the town experiences growth that can be modeled by the following: where t is the number of years from 2010.

a) Insert the value of that your group has decided upon into the equation above. Use the Equation Editor or type square root of t as sqrt(t).

P=1500 sqrt(t) +P
P=1500 sqrt (0) + 8000 = 8,000
P=1500 sqrt (1) + 8000 = 9,500
P=1500 sqrt (2) + 8000 = 10,121
P=1500 sqrt (3) + 8000 = 10,598
P=1500 sqrt (6) + 8000 = 11,674

b) Fill in the following chart. Round to the nearest whole person when necessary.

Year (t) Population (P)

t = 0
(2010) 8,000

t = 1
(2011) 9,500

t = 2
(2012) 10,121

t = 3
(2013) 10,598

t = 6
(2016) 11,674

c) Use your equation from part a) to approximate how many years it would take for the population to reach 12,000. Round the nearest whole year when necessary.

8 years:
P=1500 sqrt(8) + 8000 = 12,243


d) Graph this function in MS Excel by plotting the points found in your chart in part b. You may also use another web-based graphing utility. Label your axes with time on the x-axis and population on the y-axis. Copy and paste your graph here:

Answer:

Reference no: EM13196969

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