Lines and Angles
(Chapter 1)
Transformations
(Chapter 9)
Parallel Lines and Angle Pairs
(Chapter 3)
Polygons
(Chapter 6)
Random Facts
100

What do we call an angle that is 90 degrees?

Right angle

100

Which transformation is the only one that is NOT a rigid motion?

dilation

100

What is the name of the angle pair that has angles on opposite sides of the transversal, but on the inside of the parallel lines?

Alternate interior angles

100

Which parallelogram has all sides congruent and all right angles?

square
100

What sport did Ms. Mendoza play?

softball

200

What do we call lines that intersect to form a right angle?

Perpendicular lines

200

How many degrees will a figure rotate if it only changes by one quadrant?

90 degrees

200

What is the name of the angle pair that has angles on opposite sides of the transversal, but on the outside of the parallel lines?

Alternate exterior angles

200

Which parallelogram has all sides congruent, but not all right angles?

rhombus

200

What sport does Ms. Merickel still play?

soccer

300

What do we call the part of a line that has one endpoint and continues in one direction forever?

Ray

300

If you reflect a figure across the x-axis, which value stays the same, the x or the y?

x

300

What is the name of the angle pair that has angles on same side of the transversal, but on the inside of the parallel lines?

Same-side interior angles

300

Which quadrilateral has only one pair of parallel sides?

trapezoid

300

Who is older, Ms. Merickel or Ms. Mendoza?

Ms. Mendoza

400

What do we call angles that are across from each other on an X?

Vertical angles

400

What would the following translation rule tell you to do to a figure:

(x , y) --> (x - 2 , y + 7)

left 2 and up 7

400

What is the name of the angle pair that has angles in the same position on their intersections?

Corresponding angles

400

What do the angles of a triangle always have to add up to?

180 degrees

400

What club on campus are Ms. Merickel and Ms. Mendoza a part of?

Unity Club

500

What do we call something that divides a segment into two congruent segments?

Bisector or Midpoint

500

What would be the translation rule if you were asked to move a figure to the right 2 units and down 1 unit?

(x , y) --> (x + 2 , y - 1)

500

Which 3 angle pairs are congruent and which angle pair is supplementary?

Congruent: Alt. int, alt. ext, corresponding

Supplementary: Same-side int.

500

How would you find the length of the midsegment of a trapezoid?

add up the two bases and divide that by 2

OR

double the middle and set it equal to the top+bottom

500

Who had a relative that used to work at this school?  Who is he to Ms.?

Ms. Merickel, her dad