is it possible that 2=1?
464737
What is the rest of the problem?
440771
if we are talking mathematics then it is 2\nif we like to manipulate with words then it is 11\nif we are talking about a man and a woman then 1+1=1 (or maybe more in case of twins)
93238
You must be very confused. \n\n1+1 = 2 plus one more is 3
674498
1+1=2. That's it. The answer for everything else would be simply 42
818927
if you want f(3)\nyou will have f (2 +1) which leads us to know that 2 is x...\nsubstitute all x's with 2's and then your answer will be revealed
910422
no \n3x-1>1 \n3x>2 \nx>2/3
173766
same as differnce between 1 and 2
329632
{x: x inequal to 2}\nor\n{x: x=/= 2}
746765
It does look like squares of 1,2,3,4,5 so the square of 1 would be 1.
1146988
if you are serious..sure\n2 X 2=4\n 2 times 2 equals 4\n\nWhat that means is..If you had 2, 2's you would have 4 all together..\nor you can say..if you and your friend.. 2 of you.. had 2 hamburgers..all together there would be 4 hamburgers..\n\n2 X 3 = 6\n\nif you and your friend.. 2 of you.. each had 3 hamburgers.. you would have 6 hamburgers all together..
923278
Yes, \n1:1 means 1 and by convention, \nthis means 1 to 1 matching i.e.same \nimplying  'same dimensions as the other'\nSimple...Got it?
775233
Ratios 1:2 meaning 1/1=2/2
993026
1. yes.\n\n2. one\n\n3. 2 equal segments (this one's a theorem)
249413
1 + 1 = 2(+n) ;not really a function
890832
Gary, that's a good one, but one mistake...\nyou said that a=b, thus you cannot divide by (a-b) b/c that equals zero, and you cant divide by zero.
311472
i can prove that\n' a = x [true for some a's and x's]\na+a = a+x [add a to both sides]\n2a = a+x [a+a = 2a]\n2a-2x = a+x-2x [subtract 2x from both sides]\n2(a-x) = a+x-2x [2a-2x = 2(a-x)]\n2(a-x) = a-x [x-2x = -x]\n2 = 1 [divide both sides by a-x] ' is wrong\nbecause if we assume that a=x, we can't divide by a-x which is 0!!!! there is no way anyone can prove that 2=1!!!! don't even try:)\n\nalso, the one with 2^0 and 1^0\nany number ^0 is 1, does it mean that 1=2=3=4=5=6=7=8=9=...\nalso, for example 2^2=4 but (-2)^2=4 too, does it mean that 2=-2????? NO!!!
391334
2&#92;2=-2&#92;2\n1=-1\ntherefore the answer is -1.