Question

draw angle OPQ of measure 75 degree and find its line of symmetry​

Answer 1

Step-by-step explanation:

Steps of construction:

(a) Draw a line l and mark a point O on it.

(b) Place the pointer of the compasses at O and draw an arc of any radius which intersects the line l at A.

(c) Taking same radius, with centre A, cut the previous arc at B.

(d) Join OB, then ∠BOA = 60°.

(e) Taking same radius, with centre B, cut the previous arc at C.

(f) Draw bisector of ∠BOC. The angle is of 90°. Mark it at D. Thus, ∠DOA = 90°

(g) Draw OP bar as bisector of ∠DOB. Thus, ∠POA = 75°