It is known that RT = 124 m, the TC segment is 4 times less than the RT segment. Find the length of the line segment RK.

Let us determine how many meters the length of the TK segment is equal to, knowing by the condition of the problem that the length of the RT segment is four times greater:

124: 4 = 31.

Determine how many meters the length of the segment RК is equal to, provided that point K is located between points R and T:

124 – 31 = 93.

Determine how many meters the length of the segment RК is equal to, provided that point T is between points R and K:

124 + 31 = 155.

Answer: The length of the RK segment is 93 or 155 meters, depending on the location of K.



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