Draw a Delta*A * B * C in which BC=5 cm. , AB = 4 cm and m angle B=50^
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1. draw base AB=4cm
2. with A as center, with a scale of 5cm as radius draw an arc and with B as center, with a scale of 6cm as radius draw an arc.
3. let C be the point of intersection of the above 2 lines.
4. draw a ray AX making an acute angle with line AB on the opposite side if the vertex C.
5. mark 3 points A1,A2,A3 such tha A1A2=A2A3=A3A1
6. join A3B and draw a parallel line B′A2
7. draw a line parallel to BC to intersect AC at C′
Thus AB′C′ is a required triangle.
Justification;
By construction,
ABAB′=AA3AA2=32
also B′C′∥BC
∴∠AB′C′=∠ABC
In △AB′C′,△ABC
∠A=∠A
∠AB′C′=∠ABC
△AB′C′∼△ABC
⇒ABAB′=ACAC′=BCB′C′
∴
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