A) 17
B) 21
C) 26
D) 27
Correct Answer: D
Solution :
Since PQU is an equilateral triangle. \[\therefore \] \[PQ=PU=QU=4\,cm\] Also, QUVR is a square. \[\therefore \] \[QU=UV=VR=QR=4\,cm\] Also, RUTS is a rhombus. So, \[UT=TS=\text{ }SR=\text{ }RU=5cm\] Now, required perimeter \[=PU+UT+TS+SR+QR+PQ\] \[=(4+5+5+5+4+4)\,cm=27\,cm\]You need to login to perform this action.
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