Chapter 10: Q26. (page 384)
Draw a diagram roughly like the one shown. Without laying your straightedge across any part of the lake, construct more of .

Short Answer
The figure is,

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Chapter 10: Q26. (page 384)
Draw a diagram roughly like the one shown. Without laying your straightedge across any part of the lake, construct more of .

The figure is,

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Draw any acute triangle. Bisect each of the three angles.
role="math" localid="1648851512702" Draw any obtuse triangle. Bisect each of the three angles
What do you notice about the points of intersection of the bisectors in parts and
Is there some kind of triangle such that the perpendicular bisector of each side is also an angle bisector, a median, and an altitude?
Draw a segment and let its length be .
Construct a segment of length .
Construct a segment of length , or .
Construct a golden rectangle whose sides are in the ratio .
Draw three noncollinear points and Construct a triangle whose sides have and as midpoints.
Draw, if possible, a triangle in which the perpendicular bisectors of the sides intersect in a point with the location described.
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