For how many positive integer values of $x$ is $x^{-1}>x$?
Note- You can give me the direct answer instead of the explanation
+128473 1/x > x
Note that there are no positive integers, x, that make this true
To convince yourself.....let x =1
Then
1/1 < 1
1 < 1 isn't true
And if x is a positive integer ≥ 2....the left side will be a fraction beween 0 and 1 , but the right side will always be greater than this
