MegaMATHematician

Type your answers in the boxes provided. If your answer is correct, you will receive a check mark beside your answer and part of the maze will appear. Once you complete all questions correctly, highlight the correct path (do not use black or white). The first question is done for you as an example.

Have student create their own shape in the 1st quadrant by drawing and writing the coordinate points. Then let them practice rotating that image 90, 180, and 270 degrees around the coordinate plane, drawing and recording the coordinate points.

2 pages for each transformation (translation, reflection, rotation, and dilation). One page showing an example on a coordinate plane. One page showing the rule in a table

Includes 8 pages, 2 for each pair of angles. 1 page shows the title and an example of the angle pair. 1 page shows a description of the angle pair. Includes complementary, supplementary, vertical, and adjacent angles.

Students will practice 90, 180, and 270 rotations based on the image graphed in the 1st quadrant. Students will practice by graphing the image in each quadrant and recording the coordinate points in each table. Answer key is included

Shows written description and picture of each type of triangle based on side lengths and angle measures

Inclues a volume formula and real life example pictures of cones, spheres, and cylinders

includes 4 pages. 1 page that shows the radius, 1 page that show the diameter, 1 page showing the circumference formula and 1 page showing the area formula for a circle

Includes 1 page of all the different types of angles made when a transversal cuts through parallel lines, color coded. Then shows 2 examples, one showing when angles are congruent and one showing when angle are supplementary

Gives a definition for surface area, then shows 2 examples of surface area. One example of a cube and one example of a right triangle prism

Includes the volume formula and 3 real life examples of prisms, cubes, and pyramids

Includes a picture of squaring the sides of a triangle to prove the pythagorean theorem. Shows an example of solving for a hypotenuse and an example of solving for a leg

2 pages for each type of angle. 1 page showing an example of the angle and the title. 1 page showing a description of the angle Includes: acute, obtuse, right, and straight angle