Quote:
Originally Posted by jhawkkw
You certainly use infinity in math, it's one of the entire foundations of Calculus. The ability to take limits as a variable goes to positive or negative infinity is a subject that comes up in multiple topics such as horizontal asymptotes, antiderivatives/integrals, improper integrals, and sums of infinite series. For the record, I am a college mathematics professor who teaches these topics in Calculus I & II. I never claimed to be good with taxes, just with mathematical theory. I noticed that people picked apart my algebraic proof with skepticism, but flat out ignored my proof through analysis most likely because very few ever take 4th year mathematics courses when single variable calculus is considered to be first year. As promised, I am going to provide the proof that anyone who has taken calculus II could do by use of the Geometric Series. Just so people don't think I pull formulas out of thin air, I'm actually going to use a formula in this proof that you can look up in any calculus textbook, and I will even cite one, James Stewart's Calculus Early Transcendentals 5th Edition(ISBN:0534393217). Because the proof requires the use of symbols not easily typed, I have hand written it and attached it to this. Hopefully this will be much more convincing.

Never thought I'd see calculus references here...