That’s just so wrong.....1 to infinity is a much larger infinity than 1 to 2 and yes, inifinities can be larger than other infinities
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THE FAULT AND OUR STARS REF OMG MY HEART
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Hypothetically I don't believe this is correct. 1-2 1-3 1-infinity |infinite| |2 sets of first infinity| |infinite sets of first infinity| IDK if this is correct but this is my theory I guess.
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It’s not correct... an infinity is an infinity there is no bigger infinity
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I don’t understand.
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Decimals. Like 1.00000000000000000000000001 is still a number.
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Well wouldn’t that make the distance between 1 infinity bigger because if there are that many between 1 and 2 there would be the same amount between 2 and 3 and 3 and 4 etc.
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1/ The axioms of cardinal arithmetic are different than those of basic arithmetic. In particular, the product of two infinite cardinal numbers is equal to their maximum, by definition.
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2/ It is obvious that the cardinality of the interval [1,2] is equal to that of [2,3] is equal to that of [3,4],..., is equal to that of [n,n+1], where n is any positive natural number. The number of such intervals is obviously equal to the cardinality of the positive naturals.
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3/ Let A be the cardinality of the positive naturals, and B the cardinality of [1,2]. Then, the product, A*B, is the cardinality of the interval [1,infinity]. A is countable. B is uncountable. So, A<B. Putting all of this together, A*B=max(A,B)=B. QED.
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Infinity is not a number
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There are like levels of infinite actually, so that ∞^∞ is actually higher than ∞^5 which again is higher than 5^∞
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Hahahahahaha, Its actually usefull for solving limits in funcions, its bachellor maths :)
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Hahahahahaha no problem :]
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