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Exponential Growth: How Can It Be Applied To The Real World

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Growing up, the question “How can this be applied to the real world?” or “What use is this outside of class?” has always been asked. Unfortunately, some students had a good reason to think this since there are topics that are taught in school that the average person will never use or be applicable to the real world. However, the topic of exponential function is definitely a valuable usage and application to the real world. Exponential growth is a phenomenon that occurs when the growth rate of the value of a mathematical function is proportional to the function’s current value, resulting in its growth with time being an exponential function. A key part of exponential growth is the rate at which it grows. One might think that the rate of something growing might not be a big deal since most living things grow at a rather slow pace. However, when something is referred to “growing exponentially” it means it starts off slow but quickly starts gaining momentum/speed.
Something to keep in mind is that linear functions and exponential functions are different. The first …show more content…

I also learned about the procedures many cities are making to reduce waste. Learning about other countries that are far ahead of eliminating waste give me hope that it is definitely possible to reduce waste without having to negatively affect the economy. Also looking at models of human population, made me realize we have to really think about innovative ways reduce space taken up by building but increasing the amount of the people that could live in this building. Although, we have started building up, if possible, we could start building down. This has been attempted to a certain extent with some buildings already having at least 1 level down under the

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