Draw angles of the measures given below. Draw the bisector of each of these angles.

(6) 146°

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Solution

Steps of construction:
(1) Draw an angle ∠ABC of measure 146° using a protractor.
(2) Taking a suitable arc as radius, draw two arcs which intersect ray AB at point D and ray BC at point E.
(3) Taking the same radius, draw two arcs, first with centre D and then with centre E, which intersect the first arc at point F.
(4) Draw ray BF.
Thus, BF is the angle bisector of ∠ABC.

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Similar questions

147^{\circ}

Draw angle ABC of any suitable measure.

(i) Draw BP, the bisector of angle ABC.

(ii) Draw BR, the bisector of angle PBC and draw BQ, the bisector of angle ABP.

(iii) Are the angles ABQ, QBP, PBR and RBC equal ?

(iv) Are the angles ABR and QBC equal ?

A B C

B C = 75

∠ B = 60^{0}

∠ C = 45^{0} .

∠ B

∠ C .

I

∠ B I C

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