Homework Statement
(a) Let f,g: [a,b] \rightarrow \Re.
Define: f \vee g(x) = max(f(x),g(x)), x\in [a,b]
f \wedge g(x) = min(f(x),g(x)), x\in [a,b]
(b) Let f_{+} = f\vee0, f_{-} = -(f\wedge0)
Show that: f = f_{+} - f_{-}
abs value of f = f_{+} + f_{-}...