Relative Minimum Assignment Help | Relative Minimum Homework Help

Relative minimum

A function f is said to have a relative (or local) minimum at a point x = x0 is f (X0) ≤ f (x) for all x near x0. The relative minimum is f (x0).

we say that f has a relative (or local) extremum at x= x0 if f has either a relative maximum or a relative minimum at x = x0.

For more help in Relative minimum click the button below to submit your homework assignment