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•  Question 1: 1 pts The quadrilateral shown on the picture is parallelogram.
•  Question 2: 1 pts Find the measure of angle $\delta$.
$\delta =$
•  Question 3: 1 pts What is the value of the angle marked with $x$ in parallelogram $ABCD$?
 $x=49^{\circ}$ $x=31^{\circ}$ $x=13^{\circ}$ $x=67^{\circ}$
•  Question 4: 1 pts A rhombus can have two interior angles with a measurement of 39 degrees and 141 degrees.
•  Question 5: 2 pts What is the value of the angle marked with $x$ in parallelogram $ABCD$?
 $\beta=80^{\circ}, \delta=100^{\circ}$ $\beta=90^{\circ}, \delta=95^{\circ}$ $\beta=100^{\circ}, \delta=70^{\circ}$ $\beta=110^{\circ}, \delta=70^{\circ}$
•  Question 6: 2 pts Find the measure of angles in isosceles trapezoid shown on the picture.
 $\alpha=\delta=57^{\circ}, \gamma=\beta=123^{\circ}$ $\alpha=\beta=67^{\circ}, \gamma=\delta=113^{\circ}$ $\alpha=\gamma=67^{\circ}, \beta=\delta=113^{\circ}$ $\alpha=\beta=57^{\circ}, \gamma=\delta=123^{\circ}$
•  Question 7: 2 pts Find the measure of angles in right trapezoid shown on the picture.
 $\gamma=\delta=90^{\circ}, \alpha=140^{\circ}, \beta=40^{\circ}$ $\gamma=\delta=90^{\circ}, \alpha=6^{\circ}, \beta=120^{\circ}$ $\gamma=\delta=90^{\circ}, \alpha=50^{\circ}, \beta=130^{\circ}$ $\alpha=\delta=90^{\circ}, \beta=50^{\circ}, \gamma=130^{\circ}$
•  Question 8: 2 pts Find the measure of angles in trapezoid shown on the picture.
 $\alpha=36^{\circ}, \beta=42^{\circ},\gamma=110^{\circ}$ $\alpha=33^{\circ}, \beta=20^{\circ},\gamma=127^{\circ}$ $\alpha=45^{\circ}, \beta=20^{\circ},\gamma=170^{\circ}$ $\alpha=55^{\circ}, \beta=30^{\circ},\gamma=150^{\circ}$
•  Question 9: 3 pts For which value of $x$ is the given figure a Kite?
$x=$
•  Question 10: 3 pts For which value of $x$ and $y$ is the given figure a Kite?
 $x=12^{\circ}, y=19^{\circ}$ $x=46^{\circ}, y=8^{\circ}$ $x=18^{\circ}, y=23^{\circ}$ $x=28^{\circ}, y=9^{\circ}$
•  Question 11: 3 pts Find the measure of angles $\beta$ and $\delta$ in Kite shown on the picture.
 $\beta=\delta=109^{\circ}$ $\beta=54^{\circ},\delta=55^{\circ}$ $\beta=67^{\circ},\delta=71^{\circ}$ $\beta=\delta=98^{\circ}$
•  Question 12: 3 pts Find the measure of angle $\alpha$ in parallelogram shown on the picture.
$\alpha=$