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In Fig. 4.102 (i) and (ii) , if C D a...

In Fig. 4.102 (i) and (ii) , if `C D` and `G H` `(D\ a n d\ H` lie on `A B` and `F E` ) are respectively bisectors of `/_A C B` and `/_E G F` and ` A B C ~ F E G` , prove that (FIGURE) ` D C A ~ H G F` (ii) `(C D)/(G H)=(A C)/(F G)` (iii) ` D C B ~ H G E`

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