Question

Draw an angle of 45 and bisect it

Answer 1

I will be showing your answer in this picture.
1)the 2 black lines is the 90°
2)the red and black is 45°
3)the blue and black is it's bisector.

and I'm 100% sure with it.

Answer 2

Answer  :

$\bigstar\; \boxed{\sf Refer\;to\;\;the\;attachment\;for\;the\;figure.}}$

Steps of Construction :

1. Construct an angle ∠AOB of 45°.

2. Draw an arc from the point O.

This arc will cut the ray OA at any point C and ray OB at any point D.

3. Draw two arcs of the same radii from the point C and D as cenres.

These arcs will intersect each othe at any point M.

4. Join the point O to the point M by a ray OM.

The ray will cut the angle ∠AOB into the equal parts.

5. m ∠AOM = m ∠BOM = $\dfrac{45^{\circ}}{2} = 22.5^{\circ}$

∴ ABCDO is our required figure.