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Compound interest, depreciation, bacterial growth, radioactive decay etc.

Q: What are the real life examples of exponential functions?

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some real life examples are a water bottle, pipes, cans

bee's hive

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A vending machine.

There are no points of discontinuity for exponential functions since the domain of the general exponential function consists of all real values!

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going to the bathroom, sleeping, etc.

I am both a Mechanical and an Electrical engineer ( aka use math in real life every day) and I work every day with systems described by exponential or logarithmic functions.Just to name a few:Charging or discharging of a capacitorAny LRC circuit (or any combination thereof)Any SMD system (or any combination thereof)radioactive decayalgorithmic efficiencyIn other words, if you want to describe a real life you will probably encounter some exponential function. This comes from the fact that the solution to differential equations ( which govern most of the universe) generally contain an exponential term.

Many real world phenomena can be modeled by functions that describe how things decay as time passes. Examples of such phenomena include the studies of populations, bacteria, the AIDS virus, radioactive substances, electricity, temperatures and credit payments.Any quantity decays by a fixed percent at regular intervals is the exponential decay.

There are many functions of the Arizona Department of Real Estate. Examples of the functions of the Arizona Department of Real Estate providing licenses and informing people of rules.

I am both a Mechanical and an Electrical engineer ( aka use math in real life every day) and I work every day with systems described by exponential or logarithmic functions.Just to name a few:Charging or discharging of a capacitorAny LRC circuit (or any combination thereof)Any SMD system (or any combination thereof)radioactive decayalgorithmic efficiencyIn other words, if you want to describe a real life you will probably encounter some exponential function. This comes from the fact that the solution to differential equations ( which govern most of the universe) generally contain an exponential term.

There are no real life applications of reciprocal functions

the way light and dark create is the same in art and in real life

There are very few real life examples of nonagons. The only examples that I can think of are a few coins.

some real life examples are a water bottle, pipes, cans