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                 altitude             =      part of hypotenuse 
          part of hypotenuse                   altitude      |  
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                Leg            =      Part of hypotenuse 
         adjacent part of                    Leg 
            hypotenuse  |  
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Volume of a Rectangular Prism  |  
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Volume of a Triangular Prism  |  
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Interior Angle Sum of a Polygon  |  
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(n - 2)*180 
  
n = number of sides  |  
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Measure of One Interior Angle in a Polygon 
  
  
  
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Measure of One Exterior Angle in a Polygon  |  
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How do you write the contrapositive?  |  
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Switch and Negate the statement  |  
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How do you write the inverse?  |  
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Negate both parts of the statement  |  
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How do you write the converse?  |  
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Switch the two parts of the statement  |  
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How do you write a logically equivalent statement?  |  
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Same as contrapositive 
Switch and negate the statement  |  
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How do you know if two lines are parallel?  |  
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They have the same SLOPE.  |  
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How do you know if lines are perpendicular?  |  
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The slopes are negative reciprocals of each other. 
1/2 --> -2 
4 --> -1/4 
-3/2 --> 2/3  |  
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What is the angle sum of a triangle?  |  
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 What is the rule for reflecting over the y-axis?
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Change the sign of x 
  
(x, y) --> (-x, y)  |  
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What is the rule for reflecting over the x axis?  |  
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Change the sign of y 
  
(x, y) --> (x , -y)  |  
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What is the rule for reflecting over the line y = x?  |  
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Switch x and y 
  
(x, y) --> (y , x)  |  
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What is the rule for tranlating a figure T(4, -2)  |  
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Add 4 to the x coordinate and add -2 to the y coordinate  |  
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What is the rule for rotating 90°?  |  
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Switch x and y then change the sign of the new x 
  
(x, y) --> (-y, x)  |  
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 What is the rule for rotating 180°?
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Change the sign of x and y 
  
(x, y) --> (-x, -y)  |  
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What is the rule for dilating D2?  |  
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Multiply x and y by 2 
  
(x, y) -->  (2x, 2y)  |  
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Which transformation is not an isometry?  |  
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A transformation where the preimage and image are congruent.   |  
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Which transformation does not persreve orientation?  |  
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What are the 3 ways that do NOT prove triangles congruent?  |  
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What are the 5 ways to prove triangles cognruent?   |  
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SSS, SAS, ASA, AAS and HL  |  
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What are the 3 ways to prove triangles similar?  |  
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AA, SSS and SAS 
(where the angles are congruent and 
the sides are proportional)  |  
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        | What are two relationships between lateral edges of prisms? |  
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        Definition 
        
        | Lateral faces are parallel and congruent |  
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        | What is the shape of the lateral faces of a pyramid? |  
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        Definition 
        
        | Congruent Isosceles Triangles |  
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        When is a conjunction true?  
(Statment with AND)  |  
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        | When both parts of the conjunction are true. |  
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        When is a disjunction true? 
(Statement with OR)  |  
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        Definition 
        
        | When one of the two parts is true. |  
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        Points or lines on the same plane 
  
Parallel lines are coplanar  |  
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        | How many lines can go through a point and be perpendicular to the plane? |  
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        | What is the relationship between vertical angles? |  
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        Definition 
        
        | Vertical angles are congruent |  
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        | What is the relationship between supplementary angles? |  
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        Definition 
        
        | Supplementary angles add to 180° |  
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        | What is the relationship between complementary angles? |  
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        Definition 
        
        | Complementary angles add to 90° |  
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        | What is the solution to a system of equations? |  
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        | The solution to a system of equations is where the lines INTERSECT |  
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        | What is an isosceles triangle? |  
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        Definition 
        
        | A triangle with two congruent sides and two congruent angles. |  
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        Definition 
        
        | The exterior angle equals the sum of the other interior angles |  
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        Relationship between the side lengths of triangles 
  
(Triangle inequality)  |  
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        Definition 
        
        | The sum of the two smaller sides must be GREATER than the largest side |  
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        | Relationship between the parts of medians |  
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        Definition 
        
        The smaller part of the median is 1/3 the entire length 
  
The larger part is double the smaller part  |  
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        Corresponding parts of congruent triangles are congruent 
  
does NOT prove triangles congruent 
  
Proves correponding angles and sides of triangles are congruent  |  
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        Definition 
        
        Opposide sides parallel 
Opposite angles congruent 
Opposide sides congruent 
Diagnoals bisect each other 
Side by side angles are supplementary (180) 
Diagonals are NOT congruent 
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        Definition 
        
        4 congruent sides 
Opposite angles congruent 
Opposite sides parallel and congruent 
Diagonals bisect each other 
Diagonals are PERPENDICULAR 
Angles are bisected by diagonals  |  
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        Definition 
        
        Oppside sides congruent and parallel 
All angles are 90° 
Diagonals bisect each other 
Diagonals are congruent  |  
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        Definition 
        
        All sides are congruent 
All angles are 90° 
Diagonals are congruent 
Diagonals are perpendicular 
Diagonals bisect each other  |  
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        | Angles in Similar Triangles |  
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        Definition 
        
        | Corresponding angles of similar triangles are CONGRUENT |  
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        | Sides of similar triangles |  
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        Definition 
        
        | Corresponding sides of similar triangles are PROPORTIONAL |  
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        | Ratio of the areas and the similarity ratio |  
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        Definition 
        
        | The ratio of the areas is the similarity ratio SQUARED |  
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        | Similarity ratio and the ratio of the perimeters |  
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        Definition 
        
        | The similarity ratio is equal to the ratio of the perimeters |  
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        | How do we plug the radius and center of a circle into the equation? |  
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        Definition 
        
        | Change the sign of the x and y of the center  and square the radius |  
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        Definition 
        
        | The midsegment is half the length of the opposite side |  
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        | Where is the smallest angle of a triangle? |  
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        Definition 
        
        | The smallest angle is across from the shortest side. |  
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