Can you help me with this take-home quiz? I rewrote my notes more neatly to process the question. The question is highlighted in pink. "st" stands for "such that", by the way.

C: F = , as+sb dif c continuous f : C - IR Fund in space J f (xy ) do = f ( x ,y ) C ( [a , b] ] a F = F 76 conservative Det D Vis a region is open if for any pt. PED, 3 a disk centered p pt. DED . D = 2 ( x,y ) | x 2 + ya cl Def This connected if any a pts in O can be joined by path in 0D = D, U Da 4 Sorry The Suppos F 15 continuous on an open connected region D. I Eidr is independent of path in D, then F is conservative on Deje, Jf ST Of = F. for =1 7 F is conservative QUIZ #6 CONTINUED breach of the proof of ie, to show If st Vee P. . I Don't write whole proof, just give pts ) Sketch = one or two key pis