- #1
jamesb1
- 22
- 0
Here's something which always manages to throw me in doubt.
When one defines a function f to be greater than or equal to (or strictly greater) some other function g,
So f >= g / f > g over some interval [a,b] simply speaking.
Does this mean that for any value x in [a,b] : f(x) >= g(x)?
OR
f(x) >= g(y) , for any x in [a,b] and for any y in [a,b] ?
Any insight will be highly appreciated, I'd like to clear this issue once and for all.
Thank you very much!
When one defines a function f to be greater than or equal to (or strictly greater) some other function g,
So f >= g / f > g over some interval [a,b] simply speaking.
Does this mean that for any value x in [a,b] : f(x) >= g(x)?
OR
f(x) >= g(y) , for any x in [a,b] and for any y in [a,b] ?
Any insight will be highly appreciated, I'd like to clear this issue once and for all.
Thank you very much!