- XA6-3 Guided NotesK Roland Morris - 6-3 Exponential X+hq.com/web/viewer.html?state=%7B"ids"%3A%5B"1bxLeKrXwpMo3Fx54X17qsVyPeAl1Hnmz"%5D%2C'from'%3A'classroomopenexrrealism - The M. G Genetic drift - Wikip..A Algebra Foundatio.Image result for sur. A Classwork2.3 Eukaryotic Cells.PA Alg Fndtns 2 8. Roland Morris - 6-3 Exponential Growth and Decay NotesSaved DUndo+100%Example #1: The population of Hillville grows at an annual rate of 15%. What will theestimated population of Hillville be in five years?WelcomeTor=HILLVILLEgrowth factor =1+ror decay factor 1-rPopulation: 5,000Exponential Function:Name:Period:Try It Problem #1: A value of a painting increases by 20% every year. If the painting waspurchased 10 years ago for $12,799, how much is it worth today?a -growth factor-1+ror decay factor 1 -r A 6-3 Guided NotesK Roland Morris - 6-3 Exponentialweb/viewer.html?state=%7B"ids"%3A%5B"1bxLeKrXwpMo3Fx54X17qsVyPeAl1Hnmz"%5D%2C"from"%3A"cThe M..Genetic drift - Wikip.A Algebra Foundatio..Image result for sur.A Classwork2.3 Eue Alg Fndtns 2 8.Roland Morris - 6-3 Exponential Growth and Decay Notes (pdf).pdfExample 2: Amelia posts a video that gets 8.192 views on the first day. The number of viewsdecreases by 25% each day after that. How many views will the video get on day 6?a =growth factor =1+ror decay factor 1-rb 3=Exponential Function:Try It Problem #2: Each year a local country club sponsors a tennis tournament. Play starts with128 participants. During each round, 50% of the players are eliminated. How many playersremain after 5 rounds?growth factor=1+ror decay factor 1 -rb-Exponential Function:

Example #1: The population of Hillville grows at an annual rate of 15%. What will the estimated population of Hillville be in five years? Welcome To HILLVILLE growth factor -1+ror decay factor 1-r Population: 5,000 b- Exponential Function: Name: Period: Try It Problem #1: A value of a painting increases by 20% every year. If the painting was purchased 10 years ago for $12,799, how much is it worth today?

Example #1: The population of Hillville grows at an annual rate of 15%. What will the estimated population of Hillville be in five years? Welcome To HILLVILLE growth factor -1+ror decay factor 1-r Population: 5,000 b- Exponential Function: Name: Period: Try It Problem #1: A value of a painting increases by 20% every year. If the painting was purchased 10 years ago for $12,799, how much is it worth today?

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

- X
A6-3 Guided Notes
K Roland Morris - 6-3 Exponential X
+
hq.com/web/viewer.html?state=%7B"ids"%3A%5B"1bxLeKrXwpMo3Fx54X17qsVyPeAl1Hnmz"%5D%2C'from'%3A'classroomopenex
rrealism - The M. G Genetic drift - Wikip..
A Algebra Foundatio.
Image result for sur. A Classwork
2.3 Eukaryotic Cells.
PA Alg Fndtns 2 8. Roland Morris - 6-3 Exponential Growth and Decay Notes
Saved DUndo
+
100%
Example #1: The population of Hillville grows at an annual rate of 15%. What will the
estimated population of Hillville be in five years?
Welcome
To
r=
HILLVILLE
growth factor =1+ror decay factor 1-r
Population: 5,000
Exponential Function:
Name:
Period:
Try It Problem #1: A value of a painting increases by 20% every year. If the painting was
purchased 10 years ago for $12,799, how much is it worth today?
a -
growth factor-1+ror decay factor 1 -r

A 6-3 Guided Notes
K Roland Morris - 6-3 Exponential
web/viewer.html?state=%7B"ids"%3A%5B"1bxLeKrXwpMo3Fx54X17qsVyPeAl1Hnmz"%5D%2C"from"%3A"c
The M..
Genetic drift - Wikip.
A Algebra Foundatio..
Image result for sur.
A Classwork
2.3 Eu
e Alg Fndtns 2 8.
Roland Morris - 6-3 Exponential Growth and Decay Notes (pdf).pdf
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decreases by 25% each day after that. How many views will the video get on day 6?
a =
growth factor =1+ror decay factor 1-r
b 3=
Exponential Function:
Try It Problem #2: Each year a local country club sponsors a tennis tournament. Play starts with
128 participants. During each round, 50% of the players are eliminated. How many players
remain after 5 rounds?
growth factor=1+ror decay factor 1 -r
b-
Exponential Function:

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We are modelling the spread of the zombie virus throughout our class, and notice that it grows exponentially if not contained. In your vast biological knowledge, you note that the doubling time (i.e., the number of days it takes the cumulative number of cases to double in size) of the zombie virus is approximately 3.5 days. Suppose we are interested in the spread of the virus in our class (if we were all contained in a very large lecture hall, of course), where theinstructors are initially infected (there are 10 instructors, for reference). (a) Use the exponential function C(t) = C0e^(rt) to determine r, thegrowth rate of the zombie virus. Your answer should be given in the mostexact representation (i.e., not a decimal). (b) Our coordinator, Dr. James, determines that the zombie viruswill be classified as an outbreak in our classroom if 25% of the class becomesinfected (for reference, there are 2500 students and instructors combinedin CALC1000). If the virus is allowed to continually…
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