Triangle Construction and Perpendicular Bisector

Triangle Construction and Perpendicular Bisector

Secondary 1
  1. Construct triangle \(ABC\) such that \(AB=13.1\) cm, \(BC=6.2\) cm and angle \(ABC=52{}^\circ \) .
  2. Measure and write down the length of \(AC\).
  3. Construct the perpendicular bisector of \(AB\) such that it cuts \(AC\).
  4. \(P\) is the point where the perpendicular bisector of \(AB\) cuts \(AC\), measure and write down the length of \(BP\).

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Answer:(b) \(AC\approx10.5\text{ cm}\). (d) \(BP\approx7.4\text{ cm}\).

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