The net worth, f(1), of a company is growing at a rate of f' (1) = 2000 – 121? dollars per year, where t is in years since 2020. How is the net worth of the company expected to change between 2020 and 2030? If the company is worth $40,000 in 2020, what is it worth in 2030? Change in net worth of the company = $ i If the company is worth $40,000 in 2020, then the net worth of the company in 2030 is $ i

College Algebra
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ISBN:9781938168383
Author:Jay Abramson
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Chapter6: Exponential And Logarithmic Functions
Section6.1: Exponential Functions
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The net worth, f(1), of a company is growing at a rate of f' (1) = 2000 – 121² dollars per year, where t is in years since 2020. How is
the net worth of the company expected to change between 2020 and 2030? If the company is worth $40,000 in 2020, what is it worth
in 2030?
Change in net worth of the company = $ i
If the company is worth $40,000 in 2020, then the net worth of the company in 2030 is $ i
Transcribed Image Text:The net worth, f(1), of a company is growing at a rate of f' (1) = 2000 – 121² dollars per year, where t is in years since 2020. How is the net worth of the company expected to change between 2020 and 2030? If the company is worth $40,000 in 2020, what is it worth in 2030? Change in net worth of the company = $ i If the company is worth $40,000 in 2020, then the net worth of the company in 2030 is $ i
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