Types of Lines
Types of Angles
Triangles
Quadrilaterals
Symmetry
100

I have one endpoint and one side that keeps going.

What is a ray.

100

45 degree angle

Acute angle

100

All of my sides are the same.

square OR rhombus

100

I have sides of equal length and all right angles.

square
100

The following letter is symmetrical: F, N, M, S

M

200

These types of lines appear on railroad tracks.

What are parallel or perpendicular.

200

This type of angle is formed by the letter E.

right angle

200

Only two of my sides are the same size. 

trapezoid 
200

I have four sides, two sets of parallel sides, and all right angles. Which shape can I not be? square, rectangle, trapezoid

trapezoid

200

The following letter is not symmetrical: A, D, W, Z

Z

300

This letter has both parallel lines and perpendicular lines. A H T Y

What is H

300

This angle is larger than a right angle, but smaller than a straight angle.

obtuse

300

I have an angle that is 122 degrees.

obtuse
300

I have four sides of equal length. Two of my angles are acute and two are obtuse.

rhombus

300

This shape is symmetrical: circle, parallelogram, trapezoid

circle
400

My line cross, but they do not have to cross at a right angle.

What are intersecting lines. 

400

There are 3 _______________ angles in the letter M.

acute

400

All of my angles are less than 90 degrees.

acute

400

I have four sides, one set of parallel lines, and my sides do not have to be equal.

trapezoid

400

This shape is probably symmetrical: a television, or a candy cane a rock

a television

500

A lower case t is a an example of these types of lines.

What are perpendicular lines. 
500

Perpendicular lines form these angles.

right angles

500

If you draw a diagonal through a square, you will have this type of triangle: right triangle, acute triangle, or obtuse triangle

right triangles

500

A square, rectangle, rhombus, and parallelogram all have this in common.

4 sides and 2 sets of parallel lines

500

There are _____ lines of symmetry in the letter H.

2