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Q: Is it possible to trisect any given angle using only a straightedge and a compas?
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Related questions

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.


Is it possible to trisect any given angle using a straightedge and compass?

No, and the proof was provided by Wantzel in 1837.


Is it possible to trisect a right angle using only straightedge and compass?

Yes and the trisections will form 4 angles of 22.5


Is it possible to trisect any given angle using only straightedge and a compass?

That's a classic problem that's been around for a very long time.It's been proven that it's not possible to trisect any angle in generalwith those tools, although there are a few specific angles, like aright angle, for which it can be done.


If I have an answer to the trisect any angle geometry question how can I discover if I am right or wrong?

First things first, the actual statement isn't "you can't trisect an angle" but rather "you can't trisect one with only a compass and straightedge." Some angles can be easily trisected--a 90-degree angle trisects into 30-degree segments-but to do it you need a protractor. Anyway, to check your work measure the angle you trisected and divide by three. If your trisections match, you got it right.


Is it possible to bisect any given angle using only a straightedge and a compass?

no


Is it possible to construct an angle of 22.5 degrees using a compass and a straightedge?

Yes


It is possible to bisect any given angle using only a straightedge and a compass?

Yes


When you trisect an angle you divide it into how many equal pieces?

3. trisect means three


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.)