Angles
Angles to the Degree
Lines
Shapes
Area and Perimeter
100

This angle is less than 90 degrees.

What is an acute angle?

100

The measurement of angle #1. 

What is 130 degrees? (Acceptable answers include 128-132 degrees)

100

These are lines that never cross.

What are parallel lines?

100

This shape has 4 equal sides, 2 sets of parallel lines, and 90 degree angles.

What is a square?

100

The area of a 10 by 5 foot rug.

What is 50 squared feet?

200

This angle is exactly 90 degrees.

What is a right angle?

200

The measurement of angle #2. 

What is 60 degrees? (Answers between 58 and 62 are accepted)

200

These are lines that cross at any angle. 

What are intersecting lines?

200

This quadrilateral has only one set of parallel lines.

What is a trapezoid?

200

The perimeter of a rectangular 5 by 10 foot rug.

What is 30 feet?

300

This angle is between 90 and 180 degrees. 

What is an obtuse angle?

300

Draw an angle that measures 75 degrees on spot #3.

*Insert image here* :)

300

These are lines that cross at a 90 degree angle.

What are perpendicular lines?

300

This triangle has no equal length sides.

What is a scalene triangle?

300

The area of a 8 by 13 foot rug?

What is 104 squared feet?

400

This angle is exactly 180 degrees.

What is a straight angle?

400

The measurement of the missing angle on problem #5.

What is 40 degrees?

400

A square has this many lines of symmetry.

What are 4 lines of symmetry?

400
This shape has ten sides.

What is a decagon?

400

The perimeter of a 8 by 13 foot rug.

What is 42 feet?

500

This angle is over 180 degrees.

What is a reflex angle?

500

Angle ABC measures 112 degrees and angle DBC is 68 degrees. This is the measurement of angle ABD.

What 44 degrees?

500

Draw all of the lines of symmetry on a rhombus. 

*Insert picture here* :)

500

This shape is 2D, has at least three straight sides, and is closed. 

What is a polygon?

500

Provide the perimeter and area to the rectangle on problem #6.

What is an area of 154 squared feet and a perimeter of 58 feet?