Sec 3/4 E Math T09-Q21 - Using parallel lines and similar triangles

Sec 3/4 E Math T09-Q21 - Using parallel lines and similar triangles

Secondary 3
Original parallel to Sec3&4 E Math FA

In triangle \(ABC\), \(D\) lies on \(AB\) and \(E\) lies on \(AC\). \(DE\) is parallel to \(BC\). It is given that \(AD=5\) cm, \(DB=4\) cm and \(AE=6\) cm.

  1. Explain why triangles \(ADE\) and \(ABC\) are similar.
  2. Calculate \(AC\).

Solution:

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Answer:(a) AA; (b) \(10.8\) cm.

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