I need help with proving the theorem below
Axiom 1: Each game is played by two distinct teams.
Axiom 2: There are at least four teams.
Axiom 3: There are at least one game played by each team
Axiom 4: Each distinct team plays each of the other teams at most one time
Theorem 2: At minimum...
I am sorry for not doing that ----
I have found the length of AB, AF, FK, and FJ by using the given dimensions of 1 and Pythagorean theorem.
The sides of the smaller two triangles at 1/2 for hypotenuse and square root of 2 /4
The sides of the medium are hypotenuse square root of 2/2 and...
I am currently working on an assignment using Tanagrams. I have the information that I have:
• 2 large, and congruent, isosceles right triangles
• 1 medium isosceles right triangle
• 2 small, and congruent, isosceles right triangles
• 1 square
• 1 parallelogram
The pieces can be rearranged...