Segment A, B is divided by point C into two parts so that AC = 12 cm, BC = 6 cm. Find the ratio.

To solve this task, it is necessary to find the ratio of two segments of different lengths. Let’s consider this condition and analyze it.

According to the condition of the task, a segment AB is given, which divides point C into two parts. In this case, the resulting segments AC and BC have different lengths. The AC segment is twelve centimeters and the BC segment is six centimeters. To find the ratio of these segments, it is necessary to divide the length of the smallest segment by the length of the larger segment.

BC / AC = 6/12 = 1/2;

The lines are related as 1/2.



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