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TODAY IN GEOMETRY… Warm Up: Parallel Lines Proofs Learning Goal: 3.5 Write Equations of lines for Parallel and Perpendicular Lines Independent Practice CH. 3 TEST-Monday/Tuesday!
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WARM UP: PROVING LINES ARE PARALLEL
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STATEMENTREASON 1. Given 2. Corresponding Angles Converse
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STATEMENT REASON 1. Given 2. Alternate Exterior Angles Theorem 3. Transitive Property 4. Alternate Interior Angles Converse Fill in the blanks.
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STATEMENT REASON 1. Given 2. Corresponding Angles Theorem 3. Transitive Property 4. Alternate Interior Angles Converse
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SLOPE-INTERCEPT FORM: SLOPE Y-INTERCEPT
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Writing an equation of a line from a graph
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Given a graph use slope-intercept form (0, 5) y-intercept = b -8 3
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Write the equations for each graph in slope-intercept form.
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REVIEW: PARALLEL AND PERPENDICULAR LINES Slope for y first!
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Writing an equation of a parallel line
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EQUATIONS OF PARALLEL LINES: Given a point and slope. SAME SLOPE!!!!!
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EQUATIONS OF PARALLEL LINES: Given a point and slope. SAME SLOPE!!!!!
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EQUATIONS OF PARALLEL LINES: Given a point and slope. SAME SLOPE!!!!!
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Writing an equation of a perpendicular line
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EQNS OF PERPENDICULAR LINES: Given point and slope. NEGATIVE RECIPROCAL!!!!!
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EQNS OF PERPENDICULAR LINES: Given point and slope. NEGATIVE RECIPROCAL!!!!!
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EQNS OF PERPENDICULAR LINES: Given point and slope. NEGATIVE RECIPROCAL!!!!!
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HOMEWORK #4: Pg. 184: 5-8, 10-12, 16-18, 23-25, 30-31 If finished, work on other assignments: HW #1: Pg. 150: 11-15, 18-23, 24-32, 43-44 HW #2: Pg. 157: 4-19, 22-24, 27-31, 33, 35, 36 Pg. 165: 3-15, 19-21, 23, 26, 27 HW #3: Pg. 175: 1-27 odd 28-30
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