draw angle XYZ = 111° and construct angle XYZ and bisect it
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Steps for construction: Step I - Taking Y as the center, draw an arc AB of any radius intersecting ZY and XY at A B respectively. Step II - Taking A as the center, draw an arc of a radius greater than the length of arc AB. Step V- Draw a ray YD through the point C. Thus, ray YD bisects ∠XYZ.
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Steps for construction:-
(i) With centre Y and any radius draw an arc which cuts ZY at P and XY at Q.
(ii) With centre Q and radius more than 1/2(PQ) draw an arc.
(iii) With centre P and same radius draw an arc which cuts the previously drawn arc at R.
(iv) Join YR and produce it to any point S. Thus YS is the bisector of ∠XYZ.
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