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'In Figure, bisectors of `/_B\ a n d\ /_D` of quadrilateral `A B C D` meet `C D\ a n d\
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"In Figure, bisectors of `/_B\ a n d\ /_D`
of quadrilateral `A B C D`
meet `C D\ a n d\ A B`
produced at `P\ a n d\ Q`
respectively. Prove that `/_P+/_Q=1/2(/_A B C+/_A D C)dot`"
of quadrilateral `A B C D`
meet `C D\ a n d\ A B`
produced at `P\ a n d\ Q`
respectively. Prove that `/_P+/_Q=1/2(/_A B C+/_A D C)dot`"
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'In Figure, bisectors of `/_B\ a n d\ /_D` of quadrilateral `A B C D` meet `C D\ a n d\
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