ASK ME MATH QUESTION

#239 infinity is more of a concept than a number, so I am not sure that you're allowed to preform arithmetic operations on it. I can however prove a similar statement, not sure if it counts though. That as two numbers become increasingly large, so does their sum.

The limit as x approaches infinity of x+x = the limit as x approaches infinity of 2x. The limit is unbounded. I hope that this is close enough to your original statement.

1+1

Sorry on #241 I ment sufficiently large not increasingly large

But a countable infinity or uncountable

#248 that should converge to pi

#245 that is still a limit at infinity not a number. Consider the equation form before inf. + inf. = inf. If we were to subtract by infinity than we would end up with inf. = 0 infinity is not a number

What is 131×31÷10×0

So obviously 0

Are there as many real numbers between 0 and 1 as 0 and 2?

What's the square root of pie

Sorry *pi

sure

what's 5,584,485,473,079,474,585,555,123,484,263 x 9,374,383,383,384,101,685,670,298,292=