Chapter 10: Constructions and Loci

On your paper, draw two angles roughly like those shown. Then for Exercise $11-14$ construct an angle having the indicated measure. $x+y$

To find the position of the center of circle respect to line $l$and point $l$.

Construct an angle with the indicated measure.

$22\frac{1}{2}$

In the figure, $\overline{AD}$ and $\overline{BE}$ are congruent medians of $▵ABC$ .

1. Explain why $GD=GE.$
2. $GA=?$
3. Name three angles congruent to $\angle GAB$

On your paper, draw two angles roughly like those shown. Then for Exercise $11-14$ construct an angle having the indicated measure. $x-y$

To find the position of the center of circle respect to $\overrightarrow{XY}$.

$\overline{AU,}\overline{BV}$and $\overline{CW}$are the medians of$\Delta ABC$

If ${\text{AP=x}}^{\text{2}}\text{and PU}=\text{2x, then x=?}$

How to carry out the construction of the circle?

On your paper, draw two angles roughly like those shown. Then for Exercise $11-14$ construct an angle having the indicated measure. $\frac{3}{4}x$