Let š, š ā¶ ā2Ā ā ā be defined by
š(š„, š¦) =Ā \(\rm x^2-\frac{3}{2}xy\) and š(š„, š¦) = 4š„4Ā − 5š„2š¦ + š¦2Ā
for all (š„, š¦) ā ā2 .
Consider the following statements:
š: š has a saddle point at (0,0).
š: š has a saddle point at (0,0).
Then
1
both š and š are TRUE
2
š is FALSE but š is TRUE
3
š is TRUE but š is FALSE
4
both š and š are FALSE
5
Question Not Attempted