If x*0=0, then couldn't you divide (yes, I know of the issues) both sides by zero, and you would find that x=0 or 1 (0^0 either equals 1 or 0 depending on who you ask, and multiplying a number [y]^0 is the same as dividing that number by itself [y/y]). So, does that mean that you can define any number as 0 (or 1)?
