Directions: Read the following information carefully and answer the q...
Q is 5 meters to the north of P and 5 meters to the west of R.
S is to the north of P and to the west of T. R is equidistant from P and T.
PRT are the points along the same line while points PQS are also along the same line.
As, PRT are along the same line and R is equidistant from P and T.
So, distance PR and distance RT is 5√2 meters.
Also, Q and S are to the west of R and T respectively.
So, distance PQ is equal to distance QS.
U is to the south of R and to the northeast of P.
V is to the east of U and to the southeast of T.
In right angled triangle TRO show in below diagram, TO = RO = UX = 5 meters
Now,
XV = UV - UX = 11 - 5 = 6 meters
TV2 = TX2 + XV2
100 = TX2 + 36
TX = 8 meters
Now, Distance RU = OX = TX - TO = 8 - 5 = 3 meters