Its true just got it wrong
Yes, because the ancient Greeks used many of the same rules that we still use today regarding angles and circles.
no
Yes
Yes
falseee
Yes, because the ancient Greeks used many of the same rules that we still use today regarding angles and circles.
Yes
no
The ancient Greeks were indeed limited in their geometric constructions to using only a compass and straightedge. While they developed methods for various constructions, angle bisection using just these tools is impossible for certain angles, such as a 60-degree angle, which leads to a 30-degree angle. This limitation is part of a broader set of problems in classical geometry that were proven to be impossible to solve with the restrictions they adhered to. Thus, the Greeks could not bisect all angles solely with a compass and straightedge.
Yes
falseee
no they could not
you put the green in the pipe
Measure it or bisect it with a compass
It means to bisect an angle with a compass and a straight edge or rule.
Any angle can be bisected using a compass and a straight edge.
To bisect an angle using a compass and ruler, start by placing the compass point on the vertex of the angle and drawing an arc that intersects both rays of the angle. Label the points where the arc intersects the rays as A and B. Next, without changing the compass width, place the compass point on point A and draw an arc inside the angle. Repeat this step from point B, creating two intersections of the arcs. Finally, use the ruler to draw a straight line from the vertex of the angle through the intersection of the two arcs, which will bisect the angle.