For each of the conservative vector fields below, find a potential function f. F=16xyi+(8x^2+16yz)j+8(y^2)k F=yze^(xz) i+e^(xz) j+xye^(xz) k

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For each of the conservative vector fields below, find a potential function f. F=16xyi+(8x^2+16yz)j+8(y^2)k F=yze^(xz) i+e^(xz) j+xye^(xz) k

Mathematics
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for the first one I got 8x^2+16yz+8y^2 z-16y^2 but it was wrong
do you just want the answer>?
yes please so I can try and see where I went wrong

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Other answers:

ok so far i got that
hold on
ok
|dw:1371692842691:dw|
the question is indeed correct
I'll start over.
Thank you so much and sorry for the trouble
|dw:1371692977451:dw|
|dw:1371693117098:dw|
|dw:1371693177234:dw|
Done.
whats the value for C?
It's just a constant that disappears when you differentiate f.
so its 0?
Nope, but it can be 0.
ok i understand! thanks!
You're welcome.
If you can, can you lease do the second one because I also got that wrong, but if its too much I understand!
|dw:1371693866829:dw|
|dw:1371694035190:dw|
|dw:1371694116723:dw|
Done.
Thank you so much!!! I appreciate it greatly!
You're welcome.

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