I'm stuck. I know how to find these values with normally phrased problems and given more numbers/equations but not sure how to solve this. Could someone please help me?

14. The green surface shown is inside the red cylindrical constraint function x2 + y2 S 1. Points A, B, D, G are on the surface but not on the cylinder Points C, H, E, F are on both the surface and the cylinder. Points C and H have the same 2 icoordinate value. Points A, G and D have the same 2 icoordinate value. Points E and F have the same 2 icoordinate value. Use the information above and the graph to list point(s) (if any) that are: Relative Maximum P0int(s) Relative Minimum P0int(s) Maximum points using the method of Lagrange Multipliers Minimum points using the method of Lagrange Multipliers Absolute Maximum P0int(s) Absolute Minimum P0int(s)