Project: Carl is planning how to make your group project in Electricity and ask you to design the switch button. He wants a triangular button to be different from the usual round buttons. His only instruction is that none of the sides can measure more than 6 centimeters. How many triangular buttons are possible? Assume all sides are whole centimeters. Strategies in doing the project: Investigate different triangles, with all sides in whole centimeters. Look for pattern that might help you solve the given problem. Of the possible length of the three sides, which ones generate a triangle? Use straws and pins to explore possibilities. Draw all the possible triangles. You can also make a table to list all possibilities then use equation to check. You can use computer software to help you calculate the number of different triangles that satisfy Carl's condition in making the project. Presenting the project: Make a report showing the various button designs. Include the following: a drawing of each triangle, the dimensions of each triangle including side lengths and angle measure, which triangle you would recommend for your switch button, and which side lengths would not produce triangles.​