Ratios in an extended parallelogram

Ratios in an extended parallelogram

Secondary 2
TGM Original Questions

In the diagram, \(ABCD\) is a parallelogram, \(E,D,C\) are collinear, and \(EB\) meets \(AD\) at \(F\) and \(AC\) at \(P\). Given \(EC:AB=4:3\), find

  1. \(EP/PB\),
  2. \(AB/ED\).

Solution:

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Answer:(i) \(4/3\); (ii) \(3\).

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