What lengths are MR, LR, RP in the geometry problem?

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Multiple Choice

What lengths are MR, LR, RP in the geometry problem?

Explanation:
When points lie on a straight line, the distances between outer points equal the sum of the consecutive gaps along that line. In the diagram, M, R, L are on a line with R between M and L, so ML = MR + LR. The given ML is 13, and the numbers 6 and 7 add to 13, so MR = 6 and LR = 7 fit perfectly. Likewise, P lies on the same line with M and R so MP = MR + RP. The diagram gives MP as 17, and 6 + 11 equals 17, which means RP = 11 is consistent too. These checks show the values align with the line- segment relationships, making MR = 6, LR = 7, and RP = 11 the consistent lengths.

When points lie on a straight line, the distances between outer points equal the sum of the consecutive gaps along that line. In the diagram, M, R, L are on a line with R between M and L, so ML = MR + LR. The given ML is 13, and the numbers 6 and 7 add to 13, so MR = 6 and LR = 7 fit perfectly.

Likewise, P lies on the same line with M and R so MP = MR + RP. The diagram gives MP as 17, and 6 + 11 equals 17, which means RP = 11 is consistent too.

These checks show the values align with the line- segment relationships, making MR = 6, LR = 7, and RP = 11 the consistent lengths.

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