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Scholarly Artistic Geometric Scrapbook

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Scholarly Artistic Geometric Scrapbook

Amanda Austin

7th Hour

4 January 2012

- 3-Parallel Lines
- 4-Two Congruent Objects
- 5-Vertical Angles
- 6-Perpendicular Lines
- 7-Intersecting Lines
- 8-Supplementary Angles
- 9-Corresponding Angles

- 10-Adjacent
- 11-Obtuse Angle
- 12-Regular Polygon
- 13-Vertex Angle
- 14-Isosceles Triangle
- 15-Right Angle
- 16-Hypotenuse
- 17-Pythgorus

- Two lines are parallel if they lie in the same plane and do not intersect.
- If the slats in the blinds were not opened parallel we could not see Johns beautiful eyes looking into the principals office window.

- Two objects that have the same measurements for corresponding parts.
- If the desks weren't congruent they would look different and then they wouldn’t be uniform there for the school would not be as stylish.

- Two angles who sides from two pairs of opposite rays.
- If Troy did not have his hands
up and his feet spread

while he was dancing in

High School Musical 2 he

might have fallen (and he

would not have looked as cool).

- Lines that intersect and form right angles.
- If the lines were not perpendicular the Hogwart’s School of Witchcraft and Wizardry crest would look disorderly and off balance and there-
for no young witches

and wizards would want

to go there.

- Two or more lines that meet at a common point.
- If the lines in Harry Potters scar did not intersect the kids at school might not have known who Harry was on the first day.

- Two angles are supplementary if the sum of their measures is 180.
- If the desk and Ms. Halseys angles did not equal 180 she would slide off the desk or she would be crooked and that would be silly.

- Lie on the same side of the transversal and in corresponding positions relative to l and m.
- If there were not corresponding angles there would not be a consistent place to put the locks on the lockers, therefore they would just be cubbies.

- Two things lying next to each other.

- An angle which measurements are greater than 90 degrees.

- A polygon that is both equilateral and equiangular, its center in the center of the circumscribed circle.

- The angle between two congruent legs.

- Triangle that has, at least, two congruent sides.

- A triangle that contains one right angle.

- The side of a right triangle opposite the right angle.

Duke in his school dorm

- Greek philosopher, mathematician, and religious reformer.