There are some techniques that 2+2 can equivalent 5. The proff that's pronounced precise right here has a branch by using potential of 0 blunders in it. nonetheless, a professional evidence might comprise the use of infinity (a conceptual math ingredient) particularly merely positioned 2+2+INF = 5+INF consequently 2+2=5. Dividing by infinity should not be expressly prohibited, nonetheless, proofs in no way use infinity in them like that. the only valid technique is utilising quantity theory. selection concept is the muse of our mathematical technique particularly merely positioned numbers advance or de-improve in a team trend in accordance with spacing in a quantity line. one million+one million=2 one million+2=3 and various others.... yet, the numbers assigned are arbitrary. We use one million,2,3,4,5,6,7,8,9,10 etc..... you need to use yet yet another sequence and all your math may be precise in that sequence. So if we use one million,2,4,5,6,7,8,9,A,10 then in our sequence 2+2=5. there is likewise yet another fuzzy way utilising exponent of 0. It of course says that (2+2)^0 = 5^0 as a result 2+2=5 any quantity ^0 =one million so the above is all ideal. utilising this you additionally can create something out of no longer something. 0^0 = one million..... as quickly as greater, it extremely is recognized that this isn't any longer ideal math, in spite of the undeniable fact that it does adjust to the coolest judgment of evidence to a level. interior the top, there's a innovations-set using the arrival concept, yet I in my opinion do no longer under stand it. That has the backside of : one million/3 = .33333-> 2/3 = .66666-> for this reason one million = .99999-> Now, because of the certainty those 2 isn't particularly equivalent it extremely is pronounced that .99999 -> techniques one million For math applications however, we call them equivalent. The evidence has to do with multiplying on that countless separation different than you get a community of one million, that's what you may desire to get 2+2 to equivalent 5. wish I puzzled... Er helped. :)