3.1 Lesson Handout (Blank) | Filled Notes
3.1 Finite Differences Practice
Textbook:
Read pg
Practice pg. 172 # 3
3.2 Lesson Handout (Blank) | Filled Notes
Textbook:
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Read pg 228 - 233, Practice pg 234 # 1 - 6, 11
3.3 Lesson Handout (Blank) | Filled Notes
Textbook:
Read pg
Practice pg
3.4 Lesson Handout (Blank) | Filled Notes
3.4 Practice/Worksheet 3 (Extra)
3.4 Practice/Worksheet 4 (Extra)
Textbook:
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Practice pg
3.5 Lesson Handout with Practice (Blank) | Filled Notes
3.5 Practice/Worksheet 3 (Extra)
3.5 Practice/Worksheet 4 (Extra)
Textbook:
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Practice pg
3.6 Lesson Handout with Practice (Blank) | Filled Notes
Textbook:
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Practice pg. 186 # 7ab, 8-10, 12, 14
Properties of Quadratics (Lesson 1)
"Functions" is a grade 11 term. It describes a relation where you will always get one y-value when you substitute in an x-value.
"Domain" and "Range" are discussed more in grade 11. Domain describes all the x-values and Range describes all the y-values for the graph
Graphing using a Table of Values (Lesson 1)
First and Second Difference (Lesson 1)
Factored Form Video 1 (Lesson 2)
Shows how to get x-intercepts (or zeroes), axis of symmetry and vertex
Factored Form Video 2 (Lesson 2)
Describes getting x-intercepts and the "a" value
Step Pattern and Vertical Stretch (Lesson 3)
A method to help graph stretch using the STEP PATTERN
Stretch and Reflection (Lesson 3)
"a" value for Vertical Stretch and Reflection across y-axis
Translations (Lesson 4)
Vertical (k) and Horizontal (h) Translations
Vertex Form (Lesson 5)
Describes equation and each variable in relation to all transformations
Mapping Rule (Lesson 5)
Graphing strategy that calculates 5 key points while maintaining the parabola's shape
Determine Equations of Quadratics (Lesson 6)
Determine Vertex and Standard for given vertex and a point
Determine Equations of Quadratics (Lesson 6)
Determine factored form given a roots and point