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In parallelogram ABCD, E is on BC. AE cuts diagonal BD at G and DC at F as shown in parallelogram ABCD. If AG = 6 cm, GE = 4 cm then find the length of EF |
Answer» `/_AGD`~`/_BGE` `(BE)/(AD)=(GE)/(AG)=(BG)/(GD)` `(BE)/(AD)=2/3=(BG)/(GD)` `(BE)/(BC)=2/3` `/_AFC`~`/_EFD` `(EF)/(AF)=(EC)/(AP)=(BC-BE)/(BC)` `1-(BE)/(BC)=1-2/3=1/3` `(EF)/(AF)=1/3` |
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