Mindmap
Triangles

Inhalt der Mindmap
Triangles
CLASSIFICATIONS
- Angle
- Obtuse
- >90 degrees
- Right
- =90 degrees
- Acute
- <90 degrees
- Obtuse
- Side
- Scalene
- All sides different lengths
- Isosceles
- 2 sides same lenght
- Equaliteral
- All sides same length
- Scalene
- Angle
BASICS
- Interior Angles sum = 180 degrees
CONGRUENCE
- SAS
- Side Angle Side
- Same 2 Sides and Same 1 Angle are Congruent
- Angle BETWEEN SIdes
- Same 2 Sides and Same 1 Angle are Congruent
- Side Angle Side
- SSS
- Side Side Side
- All same Sides Congruent
- Side Side Side
- ASA
- Angle Side Angle
- 2 same Angles Congruent 1 same Side congruent
- Side BETWEEN Angles
- 2 same Angles Congruent 1 same Side congruent
- Angle Side Angle
- AAS
- Angle Angle Side
- 2 same angles and 1 same sidecongruent
- Angle Angle Side
- RIGHT TRIANGLE
- HL
- Hypotenuse Leg
- Hypotenuse and one leg congruent on both triangles
- Hypotenuse Leg
- LL
- Leg Leg
- 2 Legs Congruent
- Leg Leg
- HA
- Hypotenuse Angle
- Hypotenuse and 1 angle congruent
- Hypotenuse Angle
- HL
- Isosceles
- 2 sides of an isosceles triangle congruent = angles at base are congruent
- 2 angles at base congruent = 2 legs congruent
- 2 sides of an isosceles triangle congruent = angles at base are congruent
- SAS
Congruence PT 2
- Mid Point Theorm
- Mid point = 1/2 of AB
- Mid Point Theorm
Side Splitter Theorem
- "if a line is parallel to a side of a triangle and intersect the other two sides, then this line divides those two sides proportionally."
- Proportions
- Solve = Cross Multiply
- EXAMPLE: 8/36 = 10/n
- 8xn = 36x10
- 8n = 360
- N = 45 so 10/45
- 8n = 360
- 8xn = 36x10
- EXAMPLE: 8/36 = 10/n
- Solve = Cross Multiply
- "if a line is parallel to a side of a triangle and intersect the other two sides, then this line divides those two sides proportionally."
Bilder und Dateien der Mindmap
Informationen
- Beschreibung
- 10th grade Math Mindmap am Triangles, erstellt von Jamie Swaim am 13/10/2016.
- Erstellt von
- Jamie Swaim
- Aufrufe
- 0
- Bewertung
