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Step-by-step explanation:
1) In triangle AQP
,
B is the midpoint of AP ( as AP = BP)
BC is parallel to QP
therefore by midpoint theorem C is the midpoint of AQ
2)
As c is the midpoint of AQ
AC = CQ
CQ = 10cm
BC = 5cm
BP = 8cm
In triangle AQP
AB/BC = AC/QP (BY BPT)
8/5 = 10/QP
QP = 10 x 5 / 8
QP= 6.25cm
Perimeter = 10+5+8+6.25 = 29.25 cm
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Step-by-step explanation:
The answer is in the attached picture.
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