In $\triangle ABC$, $D$ is midpoint of $AB$. Line through $D$ parallel to $BC$ meets $AC$ at
In $\triangle ABC$, $D$ is midpoint of $AB$. Line through $D$ parallel to $BC$ meets $AC$ at
- midpoint of $AC$
- $C$
- any point
- vertex $A$
Solution
Converse of mid-point theorem.
Asked in: MH-SSC-9
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