If you can do simple math, tell me what is the integral of F·dr (dot product between the vectors F and dr), where F is the vectorial function whose coordinates are given by (10x^4 - 2x*y^3 ; -3x^2*y^2) and dr is the position differential vector of coordinates (dx; dy) along the path given by x^4 - 6x*y^3=4y^2, from the starting point (0;0) to the final point (2;1).

It's quite simple actually.

Blaarh, I tried to translate the names of that stuff as best as I could.

/end show-off

216798

Also, I should do the same as Went.

__________________

*"Fragile are we, look to binary means*

Imprint our hopes and thoughts, our futures and dreams

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wash away this carbon plague.

Frail and weak, contorted bags of meat

Become proponents for sentience to aid the meek

Who inherited the earth and depleted its worth...

Caretakers wanted for the carbon plague."