In the adjoining figure, ABCD is a ||gm in which E and F are the midpo

1.	In the adjoining figure, ABCD is a \|\|gm in which E and F are the midpoints of AB and CD respectively. If GH is a line segment that cuts AD,EF and BC at G,Pand H respectively, prove that GP=PH.
Answer» In the adjoining figure, $A B C D$ is a \|\|gm in which $E$ and $F$ are the midpoints of $A B$ and $C D$ respectively. If $G H$ is a line segment that cuts $A D, E F$ and $B C$ at $G, P$ and $H$ respectively, prove that $G P = P H$ .

In the adjoining figure, ABCD is a ||gm in which E and F are the midpoints of AB and CD respectively. If GH is a line segment that cuts AD,EF and BC at G,Pand H respectively, prove that GP=PH.

Answer»

In the adjoining figure, $A B C D$ is a ||gm in which $E$ and $F$ are the midpoints of $A B$ and $C D$ respectively. If $G H$ is a line segment that cuts $A D, E F$ and $B C$ at $G, P$ and $H$ respectively, prove that $G P = P H$ .

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In the adjoining figure, ABCD is a ||gm in which E and F are the midpoints of AB and CD respectively. If GH is a line segment that cuts AD,EF and BC at G,Pand H respectively, prove that GP=PH.

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