GEOMETRY CHAPTER 3 REVIEW - Given a point and a slope:...

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GEOMETRY CHAPTER 3 REVIEW transversal alternate interior angles form the letter ____ corresponding angles form the letter ____ same side interior angles form the letter ____ CLASSIFICATION OF TRIANGLES acute scalene right isosceles obtuse equilateral equiangular an exterior angle of a triangle is equal to _____________________________________ convex polygon concave polygon quadrilateral – pentagon – hexagon – heptagon – octagon – nonagon - decagon Any polygon: sum of exterior angles sum of interior angles interior angle + exterior angle = ____________ Regular polygon __________________________________________ each exterior angle each interior angle
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LINEAR EQUATIONS Slope-intercept form: _________________ used for ____________________ Standard form: __________________ used for ________________________ Point-slope form: _____________________ used for ___________________________
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Unformatted text preview: Given a point and a slope: Given two points: Parallel lines have slopes that are _______________ Perpendicular lines have slopes that are ______________________________ Horizontal line has an equation of the form _____________________________ Vertical line has an equation of the form _______________________________ NEW REASONS YOU CAN USE IN PROOFS IF 2 LINES ARE PARALLEL, THEN: corresponding angles are _____________ alternate interior angles are _____________ same side interior angles are ____________ If corresponding angles are ____________ If alternate interior angles are ___________ then lines are parallel If same side interior angles are _______________ Two lines parallel to the same line are parallel Two lines perpendicular to the same line are parallel...
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This note was uploaded on 05/16/2011 for the course ALGEBRA 098 taught by Professor Johnson during the Spring '09 term at Grand Valley State University.

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GEOMETRY CHAPTER 3 REVIEW - Given a point and a slope:...

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