#I never understood this
17 messages · Page 1 of 1 (latest)
It makes sure we get the absolute difference between two numbers
We don’t actually care if one is above the other or which one is bigger
For the limit we simply want the distance
I still don't get it, like then why if its negative it stays negative
like if I had x=3, then |-3| this would be = to 3 so why -x
Because -(-3) is 3
let say x = 3, then |x| = 3 = x
now let's say x = -3, then |x| = 3 = -(-3) = -x
wouldn't it be |x| = 3 = -(-3) = -(-x)?
in the 2nd case it's x = -3 not x = 3, so -x
but |-x| is x
x = -3
-3 < 0
|x| = -x = -(-3) = 3```