Scanline algorithm: calculate x of edges

I'm trying to implement the scanline algorithm in Javascript. It looks like my calculation of x is wrong as the lines are to short or to long.

These edges should be filled:

This is how my scanline code fills it:

My edge table has these fields:

et.push({
    Ymin: Ymin, // minimum Y of the edge
    Ymax: Ymax, // maximum Y
    x: Xmin, // X value of Ymin point; updated for every scanline
    dx: Xmax - Xmin, // Delta X
    dy: Ymax - Ymin // Delta Y
});

The new X after every scanline is calculated this way:

// aet is active edge table
if (aet[i].dx != 0 && aet[i].dy != 0) {
    // this is not a vertical edge
    var incr = aet[i].dy / aet[i].dx; // =1/(dx/dy) ... dx/dy=m
    if (aet[i].dy > 0) {
        incr = incr;
    } else {
        incr = -incr;
    }
    aet[i].x += incr;
}

What is wrong in this calculation?

You don't show the scanline algorithm proper, but is looks as if you wanted to treat all scanlines from Ymin to Ymax. y starts a Ymin and increases by one for each scanline.

Therefore, the x for each scanline should increase by dx/dy.

You probably don't need to adjust the sign. Instead, the sign of dy is either positive or negative:

m = dx / dy                               # slope of the line
x[y + 1] = x[y] + m * dy = x[y] + m       # dy == (y + 1) - y == 1
x[y - 1] = x[y] + m * dy = x[y] - m       # dy == (y - 1) - y == -1

You scan in x direction and hence rule out horizontal lines for which dy == 0. That also shows in your maths: You cannot divide by dy when dy == 0.