0 divided by 0 has no answer
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Voting Style:  Open  Point System:  7 Point  
Started:  7/6/2019  Category:  Fashion  
Updated:  2 months ago  Status:  Debating Period  
Viewed:  321 times  Debate No:  122371 
Debate Rounds (2)
Comments (20)
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0/0 has an answer. Because 10x0=0 and 30x0=0, And so on and any number times 0 is 0 thus 0/0 can be any number. Saying it has no answer means nothing can be 0/0, Which is false consider the real answer is: anything.
While your logic is rather well put together and I was almost convinced, There's a hole you seem to have missed. Let's step back and think about the definition of division. Basically, It's: I have x number of things and I split it into y number of groups. That equals x/y. So 0/0 translates to: if I have no things, And split them into no categories, How many things do I have in each category (which doesn't exist)? If I have no things in no categories, I cannot have 30 things per category. 

Good 1, Policy.
"That equals x/y. So 0/0 translates to: if I have no things, And split them into no categories, How many things do I have in each category (which doesn't exist)? If I have no things in no categories, I cannot have 30 things per category. " This is the only thing we practically disagree on Suppose you have no categories and nothing, How many things can fit into 1 category? Imagine X=30, So u have 30 things per category, Then because you have none, Thus you have none of this thing. Try with any other numbers and you will always get nothing. Suppose "everything but infinity" is a variable called "m", Then we talk. It cannot be infinity because Infinity times zero practically would equal to "m", As the definition above says. Try to figure out the logic. With these being said, 0m=0 (m x 0 = 0), And we put is backwards, It will be 0/0=m. This round has not been posted yet. 
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Now, You say 0/0 would equal infinity. Sure, Which infinity? Now you have two answers that are the exact opposite of each other. Neither one works. It goes against logic and mathematics. There's no answer. Believe me, The greatest mathematicians of all time said there's no answer that would satisfy the rules of mathematics or the physical world, You're opinion on this isn't changing anything.
No. Imagine you're calculating some actual real life stuff. Saying 0/0 can equal anything while ruin anything you're doing. It would also make 1/x not a function. It goes against all rules of mathematics, There's no answer.
Also, Anything times 1 is itself. The opposite is also true. Anything divided by 0 is itself. So, Your explanation of 0 doesn't come from any stable rules. There's a reality you have to accept.
Lets say I ask some question and you answer "there's no answer". I can then say "Aha! You said there's no answer which is in of itself an answer! " That's basically what you just did. "Undefined" or "Undetermined" is just like saying there's no answer.
Uhh, No.
"You can actually graph infinity. And because infinity and negative infinity is the same, The number line actually is in a circle. "
Err. . Umm. . . Definitely not.
Infinity is NOT a number, It's a concept. Pi is infinite. There's an unending set of numbers past the decimal point. 0/0 is not infinity.
Perhaps you're unaware, But when graphing, You sometimes want to have the boundaries of the graph. For example, (0, INF). This graph starts at 0 and goes to infinity. There's NO confusion here. The graph continues infinitely to the right. Or (INF, 0). The graph comes from an infinitely far away point from the LEFT and stops at 0. OR (INF, INF). The graph goes from negative infinity all the way to positive infinity.
Infinity and negative infinity are NOT the same.
"The number line actually is in a circle. "
Believe me, It isn't.
"Sorry, But i am not in high school yet. "
So you haven't done Calculus? Let's say you have an equation to graph, F(x) = (10/x)
When you graph this, You can sketch a rough graph of this from the top of your head. However, You'll find that at 0, You have one lines going infinitely up and another going infinitely down. This is the issue with dividing by 0. Is the answer going to be infinity or negative infinitely?
Look at the second graph: http://www. Sagemath. Org/calctut/onesided. Html
One line is infinitely up, The other infinitely down. Which is the answer? You look at 1, 2, 3, Or 1, 2, 3, And there are definite points on the graph. It's a function, One x value has ONLY one y value. But notice if you try to find 0, There are now two possibilities.
In the case here on the first graph (1/x^2): http://www. Dsearls. Org/courses/M132BusinessCalc/Samples/InfiniteLimits. Htm
You could say that it's going to infinity, But only the limit of the function itself. 1/0 would still be infinitely and negative infinity.