Posted by **Jen** on Friday, November 3, 2006 at 1:41pm.

a differentiable function y =f(x) that has the given properties.

1. local minimum at (1,1), and local maximum at (3,3)

2. local minima at (1,1) and (3,3)

3. local maxima at (1,1) and (3,3)

I don't remember how to do this. Thank you.

http://en.wikipedia.org/wiki/Maxima_and_minima
I dont see how any function can have a local minima and maxima at the same point.

That is 3 different problems.

## Answer This Question

## Related Questions

- how to sketch a graph of.. - Local minimum and local maximum imply that the ...
- Math-Graphs - graph g(x)=4(x^3)-24x+9 on a calulator and estimate the local ...
- calculus - How to sketch the graph of a differntiable function y = f(x) that has...
- Calculus (pleas help!!!) - Let p(x)=x^2(a−x), where a is constant and a ...
- college algebra - Let f(x)= x^5/120 - x^3/6 + x Find the local minima and maxima...
- basic calculus - use the first and second derivatives to find the x-coordinates ...
- one more graph question - Hopefull the last one. :) Sketch the graph of a ...
- Mumford HS - graph on calculator and estimate local maxima and local minima g(x...
- calculus - find and classify all local minima, local maxima, and saddle points ...
- cal3 - Find and classify all local minima, local maxima, and saddle points of ...

More Related Questions