1. The problem statement, all variables and given/known data A dish, described by the equation x2+z2=ey for 0 < y < 10cm (or equal too) is filled 5cm high with milk. How much work does it take to spill all the milk on the floor? Take milk density to be 1030 Kg/m3 and gravitational acceleration to be 9.8 m/s2. 2. Relevant equations I know that the work formula is W= int(0 to h): F(y)dy+(T-h)(F(h)), and F(y0)=(dens)(g.acc)(Volume above y0), but I am stuck at the volume part of the equation. It should be V(y)=int(0 to y): A(y), where the area is Pi(r)2. This is where I get stuck. How do I convert the x2+z2=ey into a radius function? So far, nobody's been able to explain parametrics to me very clearly even with just x and y, but now there's a z variable and I'm just clueless. 3. The attempt at a solution I got y=ln(x2+z2) and x=sqrt(ey+z2) so far..