A triangle has six parts to its construction[br][br][list=1][*]Three sides[/*][*]Three angles[/*][/list][br]The goal of this assignment[br][br][list=1][*]Determine which combination of parts are needed to prove two triangles are congruent.[/*][/list]
Create all the different ways you can group any three parts of a triangle together. [br][br]Order does matter in your group. Example: 1-2-3 would be different from 3-2-1.[br][br]List all options below.[br][br]Use sides and angles to write your groups.
Use any of the groupings listed in question 1 to answer the following questions below:[br][br]A) Which grouping of parts are you using?[br][br]B) Can you create a [b][color=#ff0000]congruent[/color][/b] triangle with this grouping of parts?[br][br]C) Can you create a [b][color=#9900ff]different[/color] [/b]triangle with this grouping of parts?
Use any of the groupings listed in question 1 to answer the following questions below:[br][br]A) Which grouping of parts are you using?[br][br]B) Can you create a [b][color=#ff0000]congruent[/color][/b] triangle with this grouping of parts?[br][br]C) Can you create a [b][color=#9900ff]different[/color] [/b]triangle with this grouping of parts?
Use any of the groupings listed in question 1 to answer the following questions below:[br][br]A) Which grouping of parts are you using?[br][br]B) Can you create a [b][color=#ff0000]congruent[/color][/b] triangle with this grouping of parts?[br][br]C) Can you create a [b][color=#9900ff]different[/color] [/b]triangle with this grouping of parts?
Use any of the groupings listed in question 1 to answer the following questions below:[br][br]A) Which grouping of parts are you using?[br][br]B) Can you create a [b][color=#ff0000]congruent[/color][/b] triangle with this grouping of parts?[br][br]C) Can you create a [b][color=#9900ff]different[/color] [/b]triangle with this grouping of parts?
Use any of the groupings listed in question 1 to answer the following questions below:[br][br]A) Which grouping of parts are you using?[br][br]B) Can you create a [b][color=#ff0000]congruent[/color][/b] triangle with this grouping of parts?[br][br]C) Can you create a [b][color=#9900ff]different[/color] [/b]triangle with this grouping of parts?
Use any of the groupings listed in question 1 to answer the following questions below:[br][br]A) Which grouping of parts are you using?[br][br]B) Can you create a [b][color=#ff0000]congruent[/color][/b] triangle with this grouping of parts?[br][br]C) Can you create a [b][color=#9900ff]different[/color] [/b]triangle with this grouping of parts?
Which groupings allowed you to only create congruent triangles? List them below