You are viewing a single comment's thread from:
RE: 1 × 0 = 0 BUT 1 ÷ 0 is undefined - school is the rule
Math is good. But the issue here is that the math doesn't apply anymore, where is multiplication there is division too.
Math is good. But the issue here is that the math doesn't apply anymore, where is multiplication there is division too.
I need a real-life example of division by zero to understand why a division by zero would not be undefined.
Exactly, reality becomes inconvenient at some point for science... If this happens to simple algebra then what about advance physics? If 1 × 0 has an result so should 1 ÷ 0. But not quite, the issue is mixing apples with pears, zero is not a number, zero = the undefined itself.