Construct ∆PQR in which PR = 6 cm. ∠P= 90°and ∠Q= 30°.
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Steps of Construction:
1. Draw a line segment AB=11 cm. (=PQ+QR+RP).
2. At A, construct an angle of 30
∘
and at B, an angle of 90
∘
.
3. Bisect these angles. Let the bisectors of these angles intersect at a point P.
4. Draw perpendicular bisectors DE of AP to intersect AB at Q and FG of PB to intersect AB at R.
5. Join PQ and PR. Then, PQR is the required triangle.
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