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Exponential Growth and Decay

Two sections for this assignment:  create problem and answer other problem.

create a story problem that uses either exponential growth or exponential decay.

problem to solve:

Story Problem:  Due to enhancements in technology and automation, the manual \ hands on jobs at a firm which currently numbers 2500 is decreasing a rate of 20% per year.  What are the number of manual \ hands on jobs left after 3 years?

Two sections for this assignment:  create and answer other problem.

For your original post, create a story problem that uses either exponential growth or exponential decay. For your response to another student, solve their problem.

other problem to solve:

Story Problem:  Due to enhancements in technology and automation, the manual \ hands on jobs at a firm which currently numbers 2500 is decreasing a rate of 20% per year.  What are the number of manual \ hands on jobs left after 3 years?


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Paper Title Exponential Growth and Decay
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Exponential Growth xxxxxxx Decay

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Exponential Growth xxxxxxx Decay

Create a story problem xxxxxxx uses eixxxxxxxr exponential growth or exponential decay.

In 2009, txxxxxxx xxxxxxx 10000 smart phone users in xxxxxxx market.  The number of users xxxxxxx xxxxxxxreased by 91% per year xxxxxxx to date.  How xxxxxxx smart phone users xxxxxxx in xxxxxxx market today?

Txxxxxxx is an exponential growth xxxxxxx as xxxxxxx, xxxxxxx following xxxxxxxmula applies:

y = a (1+r) x

wxxxxxxx y = number of manual / hxxxxxxxs

a = initial amount xxxxxxx measuring decay = 10000

r = decay xxxxxxx (xxxxxxx a percent) = 91%

x = number of xxxxxxxe intervals xxxxxxx xxxxxxx passed = 5

y xxxxxxxn becomes

y = 10000 (1+0.91)5

y = 10000 (1.91)5

               y = 10000 * 25.419

y = 250,000 because xxxxxxx xxxxxxxnot be xxxxxxxed in xxxxxxxir fractions.

 

 

Problem to solve:

Story Problem:  Due to enhancements in technology xxxxxxx automation, xxxxxxx manual \ hxxxxxxxs on jobs at a firm xxxxxxx currently numbers 2500 is decreasing a xxxxxxx of 20% per year.  What is xxxxxxx number of manual \ hxxxxxxxs on jobs left xxxxxxx 3 years?

Txxxxxxx is an exponential decay xxxxxxx as xxxxxxx, xxxxxxx following xxxxxxxmula applies:

y = a (1-r) x

wxxxxxxx y = number of manual / hxxxxxxxs

a = initial amount xxxxxxx measuring decay = 2500

r = decay xxxxxxx (xxxxxxx a percent) = 20%

x = number of xxxxxxxe intervals xxxxxxx xxxxxxx passed = 3

y xxxxxxxn becomes

y = 2500 (1-0.2)3

y = 2500 (0.8)3

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