II.ARRANGING. Arrange the steps in constructing Angle Bisector Theorem from 1-5 (First to last), and steps in constructing Perpendicular Bisector Theorem from 6-10. _ 1.Place the compass on the point where one arc crosses a leg and draw an arc in the interior angle. _ 2. Without changing the compass width, draws an arc across each leg of the angle. _ 3.Set the compass width to approximately two thirds of the line length. _ 4.Using
II.ARRANGING. Arrange the steps in constructing Angle Bisector Theorem from 1-5 (First to last), and steps in constructing Perpendicular Bisector Theorem from 6-10. _ 1.Place the compass on the point where one arc crosses a leg and draw an arc in the interior angle. _ 2. Without changing the compass width, draws an arc across each leg of the angle. _ 3.Set the compass width to approximately two thirds of the line length. _ 4.Using
Trigonometry (MindTap Course List)
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ISBN:9781337278461
Author:Ron Larson
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Chapter3: Additional Topics In Trigonometry
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Problem 40CT: To determine the angle of elevation of a star in the sky, you align the star and the top of the...
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II.ARRANGING. Arrange the steps in constructing Angle Bisector Theorem from 1-5 (First to last), and steps in constructing Perpendicular Bisector Theorem from 6-10.
_ 1.Place the compass on the point where one arc crosses a leg and draw an arc in the interior angle.
_ 2. Without changing the compass width, draws an arc across each leg of the angle.
_ 3.Set the compass width to approximately two thirds of the line length.
_ 4.Using a ruler,draws a line from the vertex to the point where the arcs cross.
_ 5.VWithout changing the compass width,places the paint on the other end of the line.Draw an arc above and below the line so that the arcs cross the first two.
_ 6.Place the compass on one end of the line segment.
_ 7.Using a ruler,draws a line between the points where the arcs intersect.
_ 8.Without changing the compass width, draw an arc above and below the line.
_ 9.Adjust the compass to a slightly wide setting.
_ 10.Place the compass point on the angle's vertex Q.
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