my thinking says this... the fact that theyre trying ti use an abstract idea that actually has no quantafiable value makes it seem like theyre just wasting their tine fucking around and arbitrarily put out an answer for an unsolvable concept.
im not smart enough to answer this, but my logical side says you HAVE to have a quantifiable value to do any sort of mathematical equation.
infinity is not a number. Its an idea. Therefore it creates an unsolvable equation because it HAS NO QUANTIFIABLE value
No, that's certainly not true....the idea of infinity is very important in calculus/higher-level physics. Algebraic equations, not so much.
For example, consider the function f (x) = 1/x . As x increases, y decreases. However, there is no value for x that is so large that y will equal 0. As x approaches infinity, y APPROACHES 0 but is never equal to zero. This is known as an asymptote. There is no way to express this idea without the concept of infinity.
In other words, as a function approaches infinity, what happens to the output?
Don't think of infinity as a number.... rather it's a concept we created to explain mathematical phenomena. You wouldn't use it in in an equation because like you said, it's not quantifiable