In the triangle PQR, angle PQR=90 degree and PR=10 cm. If S is the midpoint of PR then
the length of is-a)4cm b)5cm c)6cm d) 3cm.
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Answer:
CONSTRUCTION: Extend QS to ST , such that QS = ST
Now, PTRQ is a parallelogram ( as its diagonals bisect each other)
< PQR = 90° ( given)
=> PTRQ is a rectangle. ( //gm with an angle = 90° is rectangle)
=> PR = QT ( diagonals of rectangles are equal)
=> QS = PR/2
=> QS = 10/5 = 5 cm
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Answer:
(b) 5cm
BY MEDIAN THEOREM
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