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Algebra 2 Lesson 3-2
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Kate Nowak
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2.2 p2 notes
2.2 p2 notes
Mrs. Hedrick's Pre-Algebra Class
Exploring radicals
Exploring radicals
MartinGeraldine
7.2
7.2
leblance
4.2 standard form of a quadratic function 2
4.2 standard form of a quadratic function 2
leblance
7.3
7.3
leblance
7.1
7.1
leblance
7.3 daqy 2
7.3 daqy 2
leblance
Parent night contact&survey
Parent night contact&survey
leblance
Recommended
2.2 p2 notes
2.2 p2 notes
Mrs. Hedrick's Pre-Algebra Class
Exploring radicals
Exploring radicals
MartinGeraldine
7.2
7.2
leblance
4.2 standard form of a quadratic function 2
4.2 standard form of a quadratic function 2
leblance
7.3
7.3
leblance
7.1
7.1
leblance
7.3 daqy 2
7.3 daqy 2
leblance
Parent night contact&survey
Parent night contact&survey
leblance
Notes Day 6: Bernoulli Trials
Notes Day 6: Bernoulli Trials
Kate Nowak
Notes Day 6: Prove that sides are in proportion
Notes Day 6: Prove that sides are in proportion
Kate Nowak
Notes Day 4&5: Prove that Triangles are Similar
Notes Day 4&5: Prove that Triangles are Similar
Kate Nowak
Day 13-3: Similar Polygons
Day 13-3: Similar Polygons
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Day 14-4: Probability with Permutations & Combinations
Day 14-4: Probability with Permutations & Combinations
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Probability Day 3 - Permutations and Combinations
Probability Day 3 - Permutations and Combinations
Kate Nowak
Day 1 - Proof by Contradiction
Day 1 - Proof by Contradiction
Kate Nowak
Probability day 1
Probability day 1
Kate Nowak
Lsn 12 7 Perp Bis
Lsn 12 7 Perp Bis
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Lsn 12 6
Lsn 12 6
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Day 2 And 3 Midpoint And Slope
Day 2 And 3 Midpoint And Slope
Kate Nowak
Lsn 12-1: The Distance Formula
Lsn 12-1: The Distance Formula
Kate Nowak
Lsn 13-1: Function Translations
Lsn 13-1: Function Translations
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Lsn 11 12 Kites
Lsn 11 12 Kites
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Lsn 11-12: Kites
Lsn 11-12: Kites
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Lsn 11-10: Applications & Regents Problems
Lsn 11-10: Applications & Regents Problems
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Lsn 11-6: Law of Cosines
Lsn 11-6: Law of Cosines
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Lsn 11-7: Law of Cosines to find an Angle
Lsn 11-7: Law of Cosines to find an Angle
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Lsn 11-5: Law of Sines
Lsn 11-5: Law of Sines
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Lsn 11-8: Proving a Rhombus/Rectangle
Lsn 11-8: Proving a Rhombus/Rectangle
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Notes Day 6: Bernoulli Trials
Notes Day 6: Bernoulli Trials
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Notes Day 6: Prove that sides are in proportion
Notes Day 6: Prove that sides are in proportion
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Notes Day 4&5: Prove that Triangles are Similar
Notes Day 4&5: Prove that Triangles are Similar
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Day 13-3: Similar Polygons
Day 13-3: Similar Polygons
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Day 14-4: Probability with Permutations & Combinations
Day 14-4: Probability with Permutations & Combinations
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Probability Day 3 - Permutations and Combinations
Probability Day 3 - Permutations and Combinations
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Day 1 - Proof by Contradiction
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Probability day 1
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Lsn 12 7 Perp Bis
Lsn 12 7 Perp Bis
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Lsn 12 6
Lsn 12 6
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Day 2 And 3 Midpoint And Slope
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Lsn 12-1: The Distance Formula
Lsn 12-1: The Distance Formula
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Lsn 13-1: Function Translations
Lsn 13-1: Function Translations
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Lsn 11 12 Kites
Lsn 11 12 Kites
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Lsn 11-12: Kites
Lsn 11-12: Kites
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Lsn 11-10: Applications & Regents Problems
Lsn 11-10: Applications & Regents Problems
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Lsn 11-6: Law of Cosines
Lsn 11-6: Law of Cosines
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Lsn 11-7: Law of Cosines to find an Angle
Lsn 11-7: Law of Cosines to find an Angle
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Lsn 11-5: Law of Sines
Lsn 11-5: Law of Sines
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Notes Day 6: Bernoulli Trials
Notes Day 6: Bernoulli Trials
Notes Day 6: Prove that sides are in proportion
Notes Day 6: Prove that sides are in proportion
Notes Day 4&5: Prove that Triangles are Similar
Notes Day 4&5: Prove that Triangles are Similar
Day 13-3: Similar Polygons
Day 13-3: Similar Polygons
Day 14-4: Probability with Permutations & Combinations
Day 14-4: Probability with Permutations & Combinations
Probability Day 3 - Permutations and Combinations
Probability Day 3 - Permutations and Combinations
Day 1 - Proof by Contradiction
Day 1 - Proof by Contradiction
Probability day 1
Probability day 1
Lsn 12 7 Perp Bis
Lsn 12 7 Perp Bis
Lsn 12 6
Lsn 12 6
Day 2 And 3 Midpoint And Slope
Day 2 And 3 Midpoint And Slope
Lsn 12-1: The Distance Formula
Lsn 12-1: The Distance Formula
Lsn 13-1: Function Translations
Lsn 13-1: Function Translations
Lsn 11 12 Kites
Lsn 11 12 Kites
Lsn 11-12: Kites
Lsn 11-12: Kites
Lsn 11-10: Applications & Regents Problems
Lsn 11-10: Applications & Regents Problems
Lsn 11-6: Law of Cosines
Lsn 11-6: Law of Cosines
Lsn 11-7: Law of Cosines to find an Angle
Lsn 11-7: Law of Cosines to find an Angle
Lsn 11-5: Law of Sines
Lsn 11-5: Law of Sines
Lsn 11-8: Proving a Rhombus/Rectangle
Lsn 11-8: Proving a Rhombus/Rectangle
Algebra 2 Lesson 3-2
1.
Day 2 Vertex form Quadratic equations: We can write this equation in two forms;
standard and vertex 1
2.
Write the equation of the parabola in vertex form. You try: Write the equation of the parabola in vertex form, if the vertex is (2, 6) and the yintercept is 12.
2
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