Exponential Decay and Growth

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What is Exponential Growth?

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What is Exponential Decay?

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In the equation, 'r' represents the decay rate as a decimal. For example, a decay rate of 5% would be represented as r = 0.05.

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How do you calculate the remaining amount after exponential decay?

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If a population quadruples every day, what is the growth model?

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What is the formula for compound interest?

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How do you find the population after a certain number of years with exponential growth?

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What is the initial value in the context of exponential functions?

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The initial value in exponential functions is the starting amount before any growth or decay occurs, often denoted as 'a' in the equations.

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What is the significance of the time variable 't' in exponential equations?

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The time variable 't' represents the duration over which growth or decay occurs, affecting the final amount in exponential equations.

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How do you determine the amount remaining after a certain time with a decay rate?

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