Pythagorea Perpendicular Bisectors Level 17.4 Solution/Answer
Pythagorea Perpendicular Bisectors Level 17.4 Answers, detailed solutions, Tips, and Walkthrough. Scroll below to find the answer to this level. Pythagorea is an android/iOS app developed by Horis International Limited. Solutions hints and answers to pythagorea are available in this post scroll down to find solutions to all the levels.
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Pythagorea level 17.4:
- Pythagorea Level 17.4: Construct the Circumcenter of the triangle.
Pythagorea Perpendicular Bisectors other level answers: http://puzzlegamemaster.com/pythagorea-pependicular-bisectors-all-levels-17-solutions-answers/
By definition, “The circumcenter of a triangle is the intersection of the perpendicular bisectors of its sides”. So, with a given triangle this point must be inside the triangle, not on its side.
What is marked as a correct answer is, in fact, the center of the circumcircle, which is totally not the same as the curcumcenter…
A circumcenter can be inside, outside, or even on a side of the triangle, because it is equivalent to the center of the circumcircle. An incenter must be inside the triangle, since the incircle by definition is inside the triangle, but there’s no restrictions like that on the circumcenter. If you actually find the perpendicular bisectors of the triangle in question, you’ll find that they do indeed intersect on the side of the triangle.