Can you give examples of real-life situation polynomial function problems?
Nothing specific: for physics to work, you need Calculus. I took both @ the same time in high school, and I learned the end function for most of my Calculus in Physics because the functions filled the need for physics to work. Over time, I came to the conclusion: that for things to work, they must be explainable. That’s where the math comes in, and why is is called “the language of science”. Sometimes, for the math to be understandable, you need to be able to prove math with yet more math. So, almost any good math that is checkable will have a use. From Wiki: “Advantages These models are popular for the following reasons. 1. Polynomial models have a simple form. 2. Polynomial models have well known and understood properties. 3. Polynomial models have moderate flexibility of shapes. 4. Polynomial models are a closed family. Changes of location and scale in the raw data result in a polynomial model being mapped to a polynomial model. That is, polynomial models are not dependent on the un
