essential prior, related and next learning teaching videos, explicit
... on the square? How could we describe the sides, angles and symmetry on the rectangle? How could we describe the sides, angles and symmetry on the rhombus? How could we describe the sides, angles and symmetry on the trapezium? How could we describe the sides, angles and symmetry on the kite? ...
... on the square? How could we describe the sides, angles and symmetry on the rectangle? How could we describe the sides, angles and symmetry on the rhombus? How could we describe the sides, angles and symmetry on the trapezium? How could we describe the sides, angles and symmetry on the kite? ...
Triangle Classification
... A triangle is any closed figure made by three line segments intersecting at their endpoints. Every triangle has three vertices (the points where the segments meet), three sides (the segments), and three interior angles (formed at each vertex). A right triangle is a triangle with one right angle. An ...
... A triangle is any closed figure made by three line segments intersecting at their endpoints. Every triangle has three vertices (the points where the segments meet), three sides (the segments), and three interior angles (formed at each vertex). A right triangle is a triangle with one right angle. An ...
![[edit] Star polyhedra](http://s1.studyres.com/store/data/000129689_1-21c3cefe8dffc208c8fed163027e6a92-300x300.png)
Triangles - Study Point
... Congruence Relations of Triangles (i) Reflexive ABC ABC (congruence relation is reflexive) Every triangle is congruent to itself. (ii) Commutative If ABC DEF , then DEF ABC (congruence relation is commutative) (iii) Transitive If ABC DEF , and DEF PAR then ABC PAR (congruence ...
... Congruence Relations of Triangles (i) Reflexive ABC ABC (congruence relation is reflexive) Every triangle is congruent to itself. (ii) Commutative If ABC DEF , then DEF ABC (congruence relation is commutative) (iii) Transitive If ABC DEF , and DEF PAR then ABC PAR (congruence ...
Geometry Chapter 2: Learning Log
... 1. Check all boxes that you are certain that you can do well without looking at your notes as you do the problem. 2. If you are unable to check the box you need to do more work on that topic. Consult your notes and ask for help in class, guided study, or after school, as needed. 4.1 Apply triangle s ...
... 1. Check all boxes that you are certain that you can do well without looking at your notes as you do the problem. 2. If you are unable to check the box you need to do more work on that topic. Consult your notes and ask for help in class, guided study, or after school, as needed. 4.1 Apply triangle s ...
pdf Version
... which has two equal sides is by nature more firmly based than that which has unequal sides, and of the compound Figs which are formed out of either, the plane equilateral quadrangle has necessarily a more stable basis than the equilateral triangle, both in the whole and in the parts. Wherefore, in a ...
... which has two equal sides is by nature more firmly based than that which has unequal sides, and of the compound Figs which are formed out of either, the plane equilateral quadrangle has necessarily a more stable basis than the equilateral triangle, both in the whole and in the parts. Wherefore, in a ...
11.3 Curves, Polygons and Symmetry
... We can classify triangles in two ways - by the number of congruent sides and by the types of angles. What types of triangles are there? Types of Triangles scalene isosceles equilateral ...
... We can classify triangles in two ways - by the number of congruent sides and by the types of angles. What types of triangles are there? Types of Triangles scalene isosceles equilateral ...