Just a cool fact my sister and I stumbled upon (we call the Theory of Quantified Zip): It has been established that nothing can be divided by zero. In mathematics, the quantity of a value being divided by zero is undefinable. This is due to the definition of mathematics: The calculation of the quantity of a thing relative to the quantity of another thing. Quantity relative to nothing defies mathematics but might be possible elsewhere, hence, nothing can be divided by zero. p.s. My sister at first wondered why zero/zero was not equal to one like other self divided values. I, as do many, thought this was due to the fact that no quantity can be put into zero groups, whereas zero might be divided into several groups. Therefore the constant in the inability to divide by zero all quantities but zero was still constant in the division of zero. I was wrong, I believe zero can be put into no groups, as no quantity would be lost in the process, unlike with values containing quantity.

 

Feedback if you have a differing opinion please~~