Sorry, I wasn't clear. It doesn't matter where you start on the process of generating a sectional track oval. What matters is that all pieces allow you to actually build one.
Even one turnout in the mix might throw things off if the length of the through route, the straight route, is longer than any of the tangent pieces. But in my experience, you can get a sectional track oval to close with a little finnagling, maybe it won't be perfect, but it will work. If you build it as it was engineered to be built, the gaps across the two rails are fairly tight to each other, and each section of the curve maintains the curve radius with strict fidelity. One section with a smaller or a wider radius will not allow you to close the curve well at all.
It seems to me that a certain number of curved lengths should complete the end of an oval. It might be five, it might be six, or even seven, but if a tangent length runs parallel to the edge of the table, and you put six or seven lengths of curved together attached to one end of the tangent, it should come back at 180 degrees. You then add the same number of tangent lengths to fashion the same length of tangent track as nearest the table edge, and then assemble the rest of the other curve using the same number of pieces as the other 180 degree curve. It should close nicely.
The problem might come from the manufacturers and importing company not designing curve lengths of a certain radius to make a 180 degree turn, which would be bizarre in our hobby. That's why I think it might be you. Those joints from piece-to-piece have to be correct an tight to each other, as little slop as possible.