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infinity2

Well, your question does not specify whether the infinities are "countable" infinities (such as the number of integers) or "uncountable" infinities (such as the number of real numbers).

If both multiplicands are countable infinities, the product is also countable infinity. If either multiplicand is uncountable, the product is uncountable infinity.

Countable infinity is known as "Aleph null", and uncountable infinity as "Aleph one".

Infinity times zero may possibly be equivalent to zero though

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∞ x ∞ = ∞

infinity times infinity equals to infinity

Infinity is already the highest number. Technically speaking, there is no highest number. So infinity infinity's is infinity cause infinity is never ending.

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14y ago

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