To determine which two points are the farthest from each other, we need to consider the distances between each pair of points. Given: • AB =1 • ВС = 2 • CD = 3 • DA =4 We can observe that the sum of the distances between consecutive points equals the total length of the line, which is 1 + 2 + 3 + 4 = 10. This implies that the points are arranged in consecutive order on the line.
So, the farthest points from each other are A and C, which are at the opposite ends of the line.