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L R E V I W THE GEOMETRY SOLs ( in review ) Type notes here Use the arrow keys to move forward or backward.
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= Conditional Statements “ If p then q. ” Converse: Inverse:
W Conditional Statements “ If p then q. ” Converse: Inverse: Contrapositive: Type notes here The Law of Syllogism =
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= Conditional Statements “ If p then q. ” Converse: Inverse:
W Conditional Statements “ If p then q. ” Converse: “ If q then p. ” Inverse: Contrapositive: Type notes here The Law of Syllogism =
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= Conditional Statements “ If p then q. ” Converse: Inverse:
W Conditional Statements “ If p then q. ” Converse: “ If q then p. ” Inverse: “ If - p then - q. ” Contrapositive: Type notes here The Law of Syllogism =
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= Conditional Statements “ If p then q. ” Converse: Inverse:
W Conditional Statements “ If p then q. ” Converse: “ If q then p. ” Inverse: “ If - p then - q. ” Contrapositive: “ If - q then - p. ” Type notes here The Law of Syllogism =
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= Conditional Statements “ If p then q. ” Converse: Inverse:
W Conditional Statements “ If p then q. ” Converse: “ If q then p. ” Inverse: “ If - p then - q. ” Contrapositive: “ If - q then - p. ” Type notes here The Law of Syllogism The Transitive Property =
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Formulas: Slope = Midpoint = Distance = S O L R E V I W for two points
(X1 , Y1 ) and ( X2 , Y2 ) Slope = Midpoint = Type notes here Distance =
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Formulas: Slope = Midpoint = Distance = S O L R E V I W for two points
(X1 , Y1 ) and ( X2 , Y2 ) Slope = Midpoint = Type notes here Distance =
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Formulas: Slope = Midpoint = Distance = S O L R E V I W for two points
(X1 , Y1 ) and ( X2 , Y2 ) Slope = Midpoint = Type notes here Distance =
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Formulas: Slope = Midpoint = Distance = S O L R E V I W for two points
(X1 , Y1 ) and ( X2 , Y2 ) Slope = Midpoint = Type notes here Distance =
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Corresponding Angles are . . . Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Corresponding Angles are . . . Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Corresponding Angles are . . . Name them ! Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Corresponding Angles are . . . Name them ! Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Alternate Interior Angles are . . . Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Alternate Interior Angles are . . . Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Alternate Interior Angles are . . . Name them ! Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Alternate Interior Angles are . . . Name them ! Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Consecutive Interior Angles are . . . Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Consecutive Interior Angles are . . . Supplementary Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Consecutive Interior Angles are . . . Supplementary Name them ! Type notes here
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Parallel Lines and Angles
O L R E V I W Parallel Lines and Angles Consecutive Interior Angles are . . . Supplementary Name them ! Type notes here
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S O L R E V I W Proving ∆s Congruent Type notes here
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL the reflexive side
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL the reflexive side
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL alt. int. angles /reflexive side
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL the reflexive side
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL the reflexive side
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABC ∆DEC SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABC ∆DEC SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL vertical angles
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABC ∆DEC SAS ASA AAS Type notes here HL vertical angles
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL
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Proving ∆s Congruent SSS SAS ASA AAS HL Choose a Method to Prove:
W Proving ∆s Congruent Choose a Method to Prove: SSS ∆ABD ∆CDB SAS ASA AAS Type notes here HL alt. int. angles /reflexive side
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Angles of Regular Polygons
V I W Angles of Regular Polygons ? Type notes here
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 ? Type notes here
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 ? 360˚ Type notes here The answer for all polygons
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 360˚ ? Type notes here
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 360˚ ? 360˚ 360˚ n Type notes here 6
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 360˚ 60˚ ? Type notes here 60˚
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 360˚ 60˚ ? 60˚ + ? = 180˚ Type notes here (Linear Pair of Angles) 60˚
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 360˚ 60˚ 120˚ ? 120˚ Type notes here
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 360˚ 60˚ 120˚ ? (6)(120˚) 120˚ Type notes here (n)(120˚)
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Angles of Regular Polygons
V I W Angles of Regular Polygons n Sum of Ext. <s Each Ext. < Each Int. < Sum of Int. <s 6 360˚ 60˚ 120˚ 720˚ (6)(120˚) 120˚ Type notes here (n)(120˚)
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S O L R E V I W Similar Triangles Type notes here
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Similar Triangles ~ S O L R E V I W Since ∆ABC ∆EFG,
then the scale factor of ∆ABC to ∆EFG is . . . ~ Type notes here
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Similar Triangles ~ 2 1 or 2:1 S O L R E V I W Since ∆ABC ∆EFG,
then the scale factor of ∆ABC to ∆EFG is . . . ~ or 2:1 Type notes here
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S O L R E V I W Similar Triangles ∆ABC ∆ _ _ _ ~ Type notes here
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S O L R E V I W Similar Triangles ∆ABC ∆ _ _ _ E D C ~ Type notes here
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Similar Triangles ~ E D C S O L R E V I W ∆ABC ∆ _ _ _
Why are the triangles similar? Type notes here
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Similar Triangles ~ E D C AA Similarity S O L R E V I W ∆ABC ∆ _ _ _
Why are the triangles similar? AA Similarity Type notes here
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Similar Triangles ~ E D C S O L R E V I W ∆ABC ∆ _ _ _
If AB = 8, AC = 5, BC = 7, CD = 18 then find DE. 18 x 5 8 Type notes here 7
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Similar Triangles ~ = E D C S O L R E V I W ∆ABC ∆ _ _ _
If AB = 8, AC = 5, BC = 7, CD = 18 then find DE. 18 AB BC small ∆ big ∆ = x 5 DE DC 8 Type notes here 7
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Similar Triangles ~ = E D C S O L R E V I W ∆ABC ∆ _ _ _
If AB = 8, AC = 5, BC = 7, CD = 18 then find DE. 18 8 7 = x 5 x 18 8 Type notes here 7
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Similar Triangles ~ = E D C S O L R E V I W ∆ABC ∆ _ _ _
If AB = 8, AC = 5, BC = 7, CD = 18 then find DE. 18 8 7 = x 5 x 18 (8)(18) = (7)(x) cross multiply 8 Type notes here 7
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Similar Triangles ~ = E D C S O L R E V I W ∆ABC ∆ _ _ _
If AB = 8, AC = 5, BC = 7, CD = 18 then find DE. 18 8 7 = x 5 x 18 (8)(18) = (7)(x) cross multiply 8 Type notes here 7 20.57 = x
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S O L R E V I W Right Triangles Type notes here
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Right Triangles • Pythagorean Thm. • Special Right Triangles • Trig. S
V I W Right Triangles • Pythagorean Thm. • Special Right Triangles • Trig. Type notes here
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c a b Right Triangles • Pythagorean Thm. What is the formula? S O L R
V I W Right Triangles • Pythagorean Thm. What is the formula? c a Type notes here b
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c a b Right Triangles • Pythagorean Thm. S O L R E V I W
Type notes here b
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Right Triangles • Special Right Triangles S O L R E V I W
Type notes here
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Right Triangles • Special Right Triangles S O L R E V I W 45-45-90
45˚ 30˚ 45˚ Type notes here 60˚
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Right Triangles • Special Right Triangles What’s the pattern ? S O L R
V I W Right Triangles • Special Right Triangles 45˚ 30˚ 45˚ Type notes here 60˚ What’s the pattern ?
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Right Triangles • Special Right Triangles What’s the pattern ? S O L R
V I W Right Triangles • Special Right Triangles 2x 45˚ 30˚ 45˚ Type notes here 60˚ x What’s the pattern ?
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Right Triangles • Special Right Triangles What’s the pattern ? S O L R
V I W Right Triangles • Special Right Triangles 2x 45˚ 30˚ 45˚ Type notes here 60˚ x What’s the pattern ?
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Right Triangles • Special Right Triangles What’s the pattern ? S O L R
V I W Right Triangles • Special Right Triangles 2x 45˚ 30˚ x 45˚ Type notes here 60˚ x x What’s the pattern ?
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S O L R E V I W Right Triangles • Trigonometry Type notes here
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Right Triangles • Trigonometry How are the sides labeled ? S O L R E V
of Perspective Type notes here How are the sides labeled ?
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Right Triangles • Trigonometry S O L R E V I W Hyp. Opp. Adj. Angle
of Perspective Type notes here
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Right Triangles • Trigonometry What are the 3 Trig. Ratios ? S O L R E
V I W Right Triangles • Trigonometry Hyp. Opp. Adj. Angle of Perspective Type notes here What are the 3 Trig. Ratios ?
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Right Triangles • Trigonometry S O L R E V I W Hyp. Opp. Adj. Opp.
Sin = Hyp. Opp. Hyp. Opp. Cos = Hyp. Adj. Adj. Angle of Perspective Type notes here Tan = Opp. Adj.
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S O L R E V I W Circle Formulas Angles Segments Type notes here
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Circle Formulas Angles Name the type of angle . S O L R E V I W
Type notes here
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Circle Formulas Angles Name the type of angle . S O L R E V I W
Type notes here
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Circle Formulas Angles What is the formula? S O L R E V I W
Type notes here
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Circle Formulas Angles What is the formula? S O L R E V I W
Type notes here
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Circle Formulas Angles Name the type of angle . S O L R E V I W
Type notes here
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Circle Formulas Angles Name the type of angle . S O L R E V I W
Type notes here
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Circle Formulas Angles What is the formula? S O L R E V I W
Type notes here
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Circle Formulas Angles What is the formula? S O L R E V I W
Type notes here
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Circle Formulas Angles Name the type of angle . S O L R E V I W
Type notes here
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Circle Formulas Angles Name the type of angle . S O L R E V I W
Type notes here
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Circle Formulas Angles What is the formula? S O L R E V I W
Type notes here
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Circle Formulas Angles What is the formula? S O L R E V I W
Type notes here
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Circle Formulas Angles Name the type of angle . S O L R E V I W
Type notes here
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Circle Formulas Angles Name the type of angle . S O L R E V I W
Type notes here
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Circle Formulas Angles What is the formula? S O L R E V I W
Type notes here
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Circle Formulas Angles What is the formula? S O L R E V I W
Type notes here
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Circle Formulas Segments What is the formula? Intersecting Chords S O
V I W Circle Formulas Segments What is the formula? Intersecting Chords Type notes here
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Circle Formulas Segments What is the formula? Intersecting Chords S O
V I W Circle Formulas Segments What is the formula? Intersecting Chords Type notes here
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Circle Formulas Segments What is the formula? Intersecting Secants S O
V I W Circle Formulas Segments What is the formula? Intersecting Secants Type notes here
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Circle Formulas Segments or What is the formula? Intersecting Secants
V I W Circle Formulas Segments What is the formula? Intersecting Secants Type notes here or
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