0 * infinity What is up? If there is absolutely nothing you can multiply it by anything you like and still get zero. Because the reason that any number multiplied by infinity is also infinity is because there was something there to start with. So long as the number system is a field, anything multiplied by $0$ will necessarily give $0$, even if the "anything" is an infinite number. Division by zero (and the equivalent multiplication by infinity… Even if infinity is really big, if there are zero amounts of infinity, that would make zero. Answer with proof required. This is equivalent to writing zero an infinite number of times and then adding them together. 0*infinity =0 (zero squared really is zero; this simplification is legitimate) OK, that's one of the values you accept so we agree. It is undefined. It's undefined. I read that it this expression is called an "indeterminate form." Does infinity divided by zero theoretically equal any number other than 0 or infinity? This is an amusing game but contributes little to mathematics so those in charge simply banned it. Tags: math infinity divide zero 0 ohm s law ideal voltage source. It may also have to do with conflicting definitions: generally speaking, for some number n, n * 0 = 0, and n * infinity = infinity. So what is infinity * 0? What is infinity multiplied by zero? Why isn't zero multiplied by infinity equal to zero? Infinity multiplied by zero results in zero. Infinity minus infinity, due to the nature of infinity, can be zero, infinity, or minus infinity (I - I = -I, 0, I). Discussions. Any number multiplied by $0$ is $0$. Guess not. 1? Any number multiply by infinity is infinity or indeterminate. How about 1infinity? I heard something about ohm's law applied to a circuit with an ideal voltage source (which is only theoretically possible) and having the terminals shorted out and at 0 ohms, resulting in the current going up to infinity? The answer is 0. $0$ multiplied by infinity is the question.

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