in a triangle XYZ xy=4.8cm,angle x=60'.angle y=70'.draw the triangle and construct circumcircle.
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In Δ x y z
x +y +z= 180°
60 ° + 70° +z= 180°
z= 180° - 130°
z= 50°
→Draw line segment XY of length = 4.8 cm
→At, x draw angle ∠x=60°, and at y, draw ∠y=70°.
→The point where the rays X A and Y B meet is Point Z.
→This is required triangle X Y Z.
→→To draw the Circumcircle of ΔX Y Z Draw perpendicular bisector of any of two sides of ΔX Y Z.
The point where these perpendicular bisector meet is circumcenter of ΔX Y Z.
→Mark circumcenter as point O.
→Join OX,OY and OZ.Taking any of OX, OY or OZ as radius draw circumcircle which passes through Vertices of Δ X Y Z.
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