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Assume the Value of a Computer Depreciates by 30% Every

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Assume the value of a computer depreciates by 30% every year.
(a)Make a table of the factor of decrease in the value of the computer for 0 to 3 years.For each year,write an expression for the factor of decrease in the value of the computer as a power of some base.
(b)What base did you use? How does the base relate to the problem?
(c)Use your table to graph the factor of decrease as a function of years. Assume the value of a computer depreciates by 30% every year. (a)Make a table of the factor of decrease in the value of the computer for 0 to 3 years.For each year,write an expression for the factor of decrease in the value of the computer as a power of some base. (b)What base did you use? How does the base relate to the problem? (c)Use your table to graph the factor of decrease as a function of years.    (d)Use your graph to guess when your computer will be worth a tenth of its original price. (e)Using the table you made,write a function for the depreciation as a function of years.Use a graphing calculator to graph your function.Use the graph to estimate when the computer will be worth a tenth of its original value.Compare this answer with the guess you made from your graph.
(d)Use your graph to guess when your computer will be worth a tenth of its original price.
(e)Using the table you made,write a function for the depreciation as a function of years.Use a graphing calculator to graph your function.Use the graph to estimate when the computer will be worth a tenth of its original value.Compare this answer with the guess you made from your graph.

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Definitions:

Age at Retirement

The specific age at which an individual ceases full-time work and formally enters retirement, varying by personal choice, company policy, or statutory requirements.

Joint Frequency Distribution

A statistical method that shows the frequency of two variables occurring simultaneously within a dataset, often visualized in a table format.

Longest Run

The longest sequence of consecutive occurrences of a given outcome in a series of trials or observations.

Fair 6-Sided Die

A die that has six faces with equal probability of landing on any face when thrown.

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