- 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
Example 2: Amelia posts a video that gets 8.192 views on the first day. The number of views
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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