- #1
worryingchem
- 41
- 1
Hi,
I wanted to know if the endpoints of an nth dimension linear equation will be guaranteed to contain a min and max over that interval.
For 1D ( like a line), if I find f(x) over an interval [x0, xn], I'm guaranteed that the two end points will be either an max or min.
So I was wondering if this applies to any nth dimension linear equation?
I wanted to know if the endpoints of an nth dimension linear equation will be guaranteed to contain a min and max over that interval.
For 1D ( like a line), if I find f(x) over an interval [x0, xn], I'm guaranteed that the two end points will be either an max or min.
So I was wondering if this applies to any nth dimension linear equation?