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Calc for BusLife Sciences

by: Alvena McDermott

Calc for BusLife Sciences MATH 1314

Marketplace > University of Houston > Mathmatics > MATH 1314 > Calc for BusLife Sciences
Alvena McDermott
GPA 3.69

Marjorie Marks

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Marjorie Marks
Class Notes
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This 1 page Class Notes was uploaded by Alvena McDermott on Saturday September 19, 2015. The Class Notes belongs to MATH 1314 at University of Houston taught by Marjorie Marks in Fall. Since its upload, it has received 25 views. For similar materials see /class/208393/math-1314-university-of-houston in Mathmatics at University of Houston.


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Date Created: 09/19/15
Math 1314 Poppers Lesson 15 1 Write the general form of a function expressing exponential growth 2 Write the general form of a function expressing exponential decay 3 Find the rate of change of the exponential growth function 4 At the beginning of 2002 the population of a city was 13 million people At the beginning of 2006 the population was 148 million people Assume population growth is exponential a nd the growth constant k b write an exponential function expressing the population of the city as a function of time t in years where t 0 corresponds to the beginning of 2002 c use the function from part b to predict the population of the city at the beginning of 2010 d find a formula for the growth rate of the population e how fast will ther r 39 quot be 39 39 atthe39 39 39 of 2010 5 A radioactive substance has a half life of 324 days At the beginning of a study there are 783 grams of the substance present a find the decay constant k b write an exponential decay function expressing the amount of the substance present after t days c use the function from part b to predict the amount of the substance that will remain after 100 days d find a formula for the decay rate of the substance e how fast will the substance be decaying after 100 days


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