Philosophy of Math and Why It Proves God’s Existence

[...]The way number works down to the very minute fraction and detail, is a miracle in itself. That all you need to do is find a simpler ratio through geometric principles, develop it into a formula, and you'll have an exact measurement. That's kind of miraculous, and proves God's design over our universe.

Like the way quadratic formulas work is fascinating. The way we solved them, and can solve exponential equations, was by looking at a square, and developing a system of logic that can reduce that to any quadratic principle, back down into a linear solution. That's why you get two answers for [a] quadratic formula. Because it's not linear.

But the fact is, those ratios can describe everything in our world. There's design in our universe through number. And a lot of the great sages felt that was proof of God's existence.

That's also how calculus is solved, is by looking at shapes. Calculus is even more of a miracle, because you have to take a simpler logic, predict the answer, and then shape a formula around that prediction--like you know the logic's sound. But, that's how Calculus is framed, by looking at geometric principles, and then solving a limit through predicting what the answer will be, from a simpler shape.