Powerpoint - High Point University
... actually get 8 triangles when you draw 3 great circles…some have extremely large sides deal with just “small triangles” Given the three vertices, no pair of which are antipodal, the small triangle has as sides the short segments of great circles that join the vertices. ...
... actually get 8 triangles when you draw 3 great circles…some have extremely large sides deal with just “small triangles” Given the three vertices, no pair of which are antipodal, the small triangle has as sides the short segments of great circles that join the vertices. ...
4-6 Congruence in Right Triangles Objective SWBAT prove right
... In a right triangle, the side ______________ the right angle is called the _______________. It is the ____________ side in the triangle. The other two sides are called the _______. ...
... In a right triangle, the side ______________ the right angle is called the _______________. It is the ____________ side in the triangle. The other two sides are called the _______. ...
5.4 Notes
... In the diagram, we are given that JGH and HKJ are right triangles. By the Reflexive Property, we know JH JH (hypotenuse) and we are given that JG HK (leg). We can use the HL Congruence Theorem to show that JGH HKJ . ...
... In the diagram, we are given that JGH and HKJ are right triangles. By the Reflexive Property, we know JH JH (hypotenuse) and we are given that JG HK (leg). We can use the HL Congruence Theorem to show that JGH HKJ . ...
A Simple Geometric Proof of Morley`s Trisector Theorem
... Morley’s theorem is one of the most surprising and attractive twentieth century results in plane geometry. Its simplicity is part of its beauty, but could easily lead us to expect an equally simple proof. No known proof shows the desirable properties of being purely geometric, concise, and transpare ...
... Morley’s theorem is one of the most surprising and attractive twentieth century results in plane geometry. Its simplicity is part of its beauty, but could easily lead us to expect an equally simple proof. No known proof shows the desirable properties of being purely geometric, concise, and transpare ...
