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It is indeed impossible to trisect an angle using only a [pair of] compass[es] and a straight edge.
It is in fact possible:
1) measure the angle
2) divide this measure by three
3) measure the angle found in part (2) inward from the outer edge of the main angle
4) use the straight edge to draw the trisectors
it is
!!!!!!!!!!!!!!!!!!
What else can I help you with?
Is it possible to trisect any angle using a compass and straightedge?
True
Is it possible to trisect any angle using only a compass and straightedge?
True
Is it possible to trisect any given angle using a straightedge and compass?
No, and the proof was provided by Wantzel in 1837.
What is the difference between a math straight edge and a math ruler?
A ruler has markings, a straight edge does not. In "straight edge and compass" constructions, you are not allowed to mark the straight edge. Things that are impossible using only a straight edge and compass are possible if markings are allowed (for example, it's possible to trisect an angle using a marked straight edge).
How do you trisect an acute angle?
Use a protractor to measure the angle. Divide that number by 3 and that is the required angle. In general, an angle cannot be trisected using a compass and straight edge.
Is it possible to trisect any angle using only a Compass and straight edge?
It is indeed impossible to trisect an angle using only a [pair of] compass[es] and a straight edge.It is in fact possible:1) measure the angle2) divide this measure by three3) measure the angle found in part (2) inward from the outer edge of the main angle4) use the straight edge to draw the trisectorsit is!!!!!!!!!!!!!!!!!!
Is it possible to trisect any angle using a compass and straightedge?
True
Is it possible to trisect any angle using only a compass and straightedge?
True
Is possible to trisect any angle using only a compass and straightedge?
As a general rule, no.
When you trisect a right angle you first construct what kind of triangle?
To trisect a right angle form an equilateral triangle with one vertex at the right angle and then bisect that angle of the equilateral triangle. (It is impossible to trisect a general angle using only compass and straight edge - the right angle is a specific exception.)
Is it possible to trisect any given angle using a straightedge and compass?
No, and the proof was provided by Wantzel in 1837.
What is the difference between a math straight edge and a math ruler?
A ruler has markings, a straight edge does not. In "straight edge and compass" constructions, you are not allowed to mark the straight edge. Things that are impossible using only a straight edge and compass are possible if markings are allowed (for example, it's possible to trisect an angle using a marked straight edge).
How do you trisect an acute angle?
Use a protractor to measure the angle. Divide that number by 3 and that is the required angle. In general, an angle cannot be trisected using a compass and straight edge.
Is it possible to trisect a right angle using only straightedge and compass?
Yes and the trisections will form 4 angles of 22.5
It is possible to trisect any angle using only a compass and stightedge?
Yes! It is! I'm not perfectly sure how, but my father has, in fact, done this.
How do you draw an angle of 20 degrees with a compass and a ruler?
to construct an angle of 20 degrees all you have to do is to trisect an angle of 60degrees
Using a compass and a straightedge is it possible to construct Rays to trisect any angle true or false?
False. It is not possible to trisect any arbitrary angle using only a compass and straightedge, as proven by Pierre Wantzel in 1837. While some specific angles can be trisected using these tools, the general case of angle trisection is one of the classic problems of ancient geometry that cannot be solved with these methods.
