Follow the following steps of constructions: 1) Draw a line segment OA

1.	Follow the following steps of constructions: 1) Draw a line segment OA. 2) With O as center and a short radius, draw an arc that cuts OA at B. 3) With B as center and the same radius (as in step 2), draw an arc that cuts the first arc at C. 4) With C as center and the same radius (as in step 2), draw an arc that cuts the first arc at D. 5) With C and D as centers, draw two arcs with equal radii such that they intersect at E. 6) Join O and E. What’s the measure of ∠AOE ?
Answer» Follow the following steps of constructions: 1) Draw a line segment OA. 2) With O as center and a short radius, draw an arc that cuts OA at B. 3) With B as center and the same radius (as in step 2), draw an arc that cuts the first arc at C. 4) With C as center and the same radius (as in step 2), draw an arc that cuts the first arc at D. 5) With C and D as centers, draw two arcs with equal radii such that they intersect at E. 6) Join O and E. What’s the measure of $∠ A O E$ ?

Follow the following steps of constructions: 1) Draw a line segment OA. 2) With O as center and a short radius, draw an arc that cuts OA at B. 3) With B as center and the same radius (as in step 2), draw an arc that cuts the first arc at C. 4) With C as center and the same radius (as in step 2), draw an arc that cuts the first arc at D. 5) With C and D as centers, draw two arcs with equal radii such that they intersect at E. 6) Join O and E. What’s the measure of ∠AOE ?

Answer»

Follow the following steps of constructions:

1) Draw a line segment OA.

2) With O as center and a short radius, draw an arc that cuts OA at B.

3) With B as center and the same radius (as in step 2), draw an arc that cuts the first arc at C.

4) With C as center and the same radius (as in step 2), draw an arc that cuts the first arc at D.

5) With C and D as centers, draw two arcs with equal radii such that they intersect at E.

6) Join O and E. What’s the measure of $∠ A O E$ ?