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S is between T and V. R is between S and T. T is between R and Q. QV = 23, QT = 8, and TR = RS = SV. determine the length of TR.

Respuesta :

Answer:

QT = 6 (given)

QV = 18 (given)

TR=RS=SV (given)

Then TV = 18-6 = 12 and since TR=RS=SV , then each segment = 12/3 =4

RS = 4

QS = 14

TS = 8

and TV. = 12

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