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NAME ___ DATE106 Growth and Decay___ PERIOD ___(Pages 561565)General Equation for Exponential Growth C(1 r) t in which the initial amount C increases by the same percent r over a given period of time
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Write down the initial value or starting point.
02
Write down the growth or decay factor.
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Write down the exponent, which represents the number of time periods.
04
Use the formula for exponential growth or decay: Final Value = Initial Value * (Growth Factor)^Exponent.

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Scientists and researchers studying population growth or decay.
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Financial analysts predicting investment growth or decline.
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Engineers designing systems that involve exponential growth or decay.
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Exponential growth refers to a process where a quantity increases at a rate proportional to its current value, while exponential decay refers to a process where a quantity decreases at a rate proportional to its current value.
Individuals or organizations that have data or information showing exponential growth or decay are required to report it.
To fill out exponential growth and decay, one must analyze the data or information to determine the rate of increase or decrease over time.
The purpose of reporting exponential growth and decay is to monitor trends and patterns in data that exhibit exponential behavior.
The reported information should include the starting value, rate of growth or decay, and the time period over which the growth or decay occurred.
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