Figure ABCD below is a scale drawing representing a square plot of side 80 metres.
On the drawing, construct:
(i) the locus of a point P, such that it is equidistant from AD and BC.
(ii) the locus of a point Q such that <AQB = 60°.
(i) Mark on the drawing the point Q , the intersection of the locus of Q and line AD.
Determine the length of BQ1 in metres.
(ii) Calculate, correct to the nearest m2, the area of the region bounded by the locus of P, the locus of Q and the line BQ1
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