The angle bisectors of XYZ intersect at point A, and the perpendicular bisectors intersect at point C. AB_XZ What is the radius of the inscribed circle of XYZ?
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Your Question : The angle bisectors of XYZ intersect at point A, and the perpendicular bisectors intersect at point C. AB_XZ What is the radius of the inscribed circle of XYZ?
Answer;
Point A in this triangle is the center of the inscribed triangle ( it is an intersection of the angle bisectors). If AB _ XZ, then radius of that circle is AB. Answer: r = 4.5
You are currently reading the article about lessons The angle bisectors of XYZ intersect at point A, and the perpendicular bisectors intersect at point C. AB_XZ What is the radius of the inscribed circle of XYZ? and this lesson url permalink of the article was https://choosequestion.blogspot.com/2016/08/the-angle-bisectors-of-xyz-intersect-at.html Hopefully this question and answer article can give good answers, good learning.
The angle bisectors of XYZ intersect at point A, and the perpendicular bisectors intersect at point C. AB_XZ What is the radius of the inscribed circle of XYZ?
Point A in this triangle is the center of the inscribed triangle ( it is an intersection of the angle bisectors). If AB _ XZ, then radius of that circle is AB. Answer: r = 4.5
The Article The angle bisectors of XYZ intersect at point A, and the perpendicular bisectors intersect at point C. AB_XZ What is the radius of the inscribed circle of XYZ?
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You are currently reading the article about lessons The angle bisectors of XYZ intersect at point A, and the perpendicular bisectors intersect at point C. AB_XZ What is the radius of the inscribed circle of XYZ? and this lesson url permalink of the article was https://choosequestion.blogspot.com/2016/08/the-angle-bisectors-of-xyz-intersect-at.html Hopefully this question and answer article can give good answers, good learning.