If lines AB, AC, AD and AE are parallel to a line l, show that the points A, B, C. collinear.

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Assertion (A): If lines AB, AC, AD and AE are parallel to line l the points A,B,C,D ,E are collinear Assertion (A): If lines AB, AC, AD and AE are parallel to line l the points A,B,C,D ,E are collinear
If `AB, AC, AD,` and `AE` are parallel to a line `l`, then points `A, B, C, D` and `E` are collinear If `AB, AC, AD,` and `AE` are parallel to a line `l`, then points `A, B, C, D` and `E` are collinear
If lines \( A B, A C, A D \) and \( A E \) are parallel to a line 1 , then show that the points ... If lines \( A B, A C, A D \) and \( A E \) are parallel to a line 1 , then show that the points ...
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