Find points of intersection

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  So S intersection [-n, n] includes S intersection (x-1, x+1), which has infinite number of points. Then S intersection [-n, n] has infinite number of points. This is a contradiction. Therefore, S has no cluster point.

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  All points on this line are 1 unit from x-axis. Secondly, find the intersection points of the red line with y = f(x). We can find there are two intersection points. Finally, find the corresponding x-coordinates of the intersection points.

• Real and Non-Real Affine Intersection Points and Their Multiplicities

  Then we find the intersection points of these lines with the parabola. We get , then we get or . If , then ; if , . So the rational parametrization of the parabola is . Then we have 7.

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