To draw: a
Explanation of Solution
Given:
Perpendicular bisectors of triangle located inside, outside, and on the triangle.
Calculation:
a.
Draw an equilateral or an acute triangle ABC.
From three sides of the triangle, draw three perpendicular bisectors.
Thus, all the perpendicular bisectors meet at a point inside the triangle as shown below:
b.
Draw an obtuse triangle (one of the
From three sides of the triangle, draw three perpendicular bisectors.
Thus, all the perpendicular bisectors meet at a point outside the triangle as shown below:
c.
Draw a Right-angled triangle (one of the angles is of 90 degrees.)
From three sides of the triangle, draw three perpendicular bisectors.
Thus, all the perpendicular bisectors meet at a point on the triangle. In fact, they meet at a point which lies on the hypotenuse as shown below:
Chapter 10 Solutions
McDougal Littell Jurgensen Geometry: Student Edition Geometry
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