Py 9.32In Fig.9.33, ABC and BDE are two equilatoradtriangles such that D is the mid-point of BC HAEintersects BC at F, show that0) aa(BDE)ar(ABC)(ii)ar(BDE)"-ar (BAE)(iüi) ar (ABC) 2 ar (BEC"(iv) ar (BFE) mar (AFI)(v) ar(BFE) 2 ar (FED)Fig. 9.33(vi) ar (FED)ar(AFC)HEC and AD. Show that BE.JACand DE IAB,elint Join

Py 9.32In Fig.9.33, ABC and BDE are two equilatoradtriangles such that

1.	Py 9.32In Fig.9.33, ABC and BDE are two equilatoradtriangles such that D is the mid-point of BC HAEintersects BC at F, show that0) aa(BDE)ar(ABC)(ii)ar(BDE)"-ar (BAE)(iüi) ar (ABC) 2 ar (BEC"(iv) ar (BFE) mar (AFI)(v) ar(BFE) 2 ar (FED)Fig. 9.33(vi) ar (FED)ar(AFC)HEC and AD. Show that BE.JACand DE IAB,elint Join
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