When bisecting an angle, one of the steps is to draw an arc centered on a point on a ray of the angle. In particular, this angle is to be drawn on the interior of the angle. Why must the arc be drawn in the interior of the angle?(1 point)
Responses
A second arc will be drawn to find the intersection point with the first arc. This intersection can only occur in the interior of the angle, so the arcs must be in the interior of the angle.
A second arc will be drawn to find the intersection point with the first arc. This intersection can only occur in the interior of the angle, so the arcs must be in the interior of the angle.
The goal when bisecting an angle is to divide the angle into two equal angles. The arc will be used to find a point on the bisecting ray. Therefore, the arc must be in the interior of the angle.
The goal when bisecting an angle is to divide the angle into two equal angles. The arc will be used to find a point on the bisecting ray. Therefore, the arc must be in the interior of the angle.
This ensures that the angle is big enough to be bisected. If an arc cannot be drawn in the interior of the angle, then it means the angle cannot be bisected.
This ensures that the angle is big enough to be bisected. If an arc cannot be drawn in the interior of the angle, then it means the angle cannot be bisected.
It would be impossible to draw the arc on the exterior of the angle, so it must be drawn in the interior.
It would be impossible to draw the arc on the exterior of the angle, so it must be drawn in the interior.
1 answer
1 answer