3x - 4y = -12 - Algebra 2 Part 1 - Weebly

Algebra 2 Part 1

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  • Calendar 2015 2016 >
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• Prerequisite Skills
  • LCM GCD
  • Coordinate Geometry >
    • Quadrants
  • Fraction Operations
• Functions
  • Laws and Properties >
    • Define Relations
    • Domain and Range
  • Rates of Change LINEAR QUADRATIC CUBIC FUNCTIONS
  • Relationship, Function, or 1-1 Function
• Linear
  • Classifications of Lines
  • Forms of the Line >
    • Ax+By=C >
      • standard form of the line >
        • Writing Standard Form from two points examples 1 and 2
        • Standard Form Examples
    • y-y1 = m(x-x1) >
      • Point Slope Form to Slope Intercept Form >
        • point slope of line
        • Point Slope Form to Slope Intercept Form
    • y=mx+b >
      • y=mx+b generator
      • y=mx+b parallel lines
      • y=mx+b perpendicular lines
      • y=mx+b at least one integer coordinate
      • y = mx +b determine x intercept >
        • y=mx+b finding x intercepts using substitution
        • y=mx+b finding x intercepts using zero product property
        • y = mx+b finding x intercepts using technology >
          • y=mx+b determination of x intercepts using technology two lines method
          • y=mx+b finding the x intercept using technology and point on feature
          • y=mx+b finding the x intercept using technology and analyze feature
  • Vocabulary and Skills to Develop >
    • Slope of a Line >
      • Slopes of Horizontal and Vertical Lines
      • Determine the slope of the line from a graph of a line
      • Determine the slope of a line in standard form >
        • 3x - 4y = -12
        • 3x + y = 6
        • 3x - 5y = 0
    • Writing Equations of Lines >
      • horizontal and vertical lines
  • Domain and Range
  • Graphing >
    • Graphing Linear Inequalities Entry Slip Solutions 9-16-14
  • Solving Equations
  • Applications
• Quadratic
  • Forms of Quadratic Functions and Relations >
    • perfect square trinomials >
      • PST y = (x-a)^2
      • PST y = (x+a)^2
      • PST y = (ax-b)^2
      • PST y = (ax+b)^2
    • difference of two squares binomials >
      • DOTS y = (x-a)(x+a)
      • DOTS y = (ax-b)(ax+b)
    • standard form of a quadratic function >
      • y=ax^2+bx+c
      • y=ax^2+bx
      • y=ax^2+c
    • vertex form of a quadratic function >
      • y=a(x-h)^2+k
    • intercept form of a quadratic function >
      • y=a(x-r1)(x-r2)
  • Domain and Range >
    • Domain of Quadratic Functions & Relations
    • Range of Quadratic Functions & Relations
  • Graphing parabolas >
    • finding y intercept of a parabola
    • finding axis of symmetry of a parabola
    • finding vertex of a parabola
    • finding x intercepts of a parabola
    • finding focus of a parabola
    • finding directrix line of a parabola
    • using piecewise functions
    • using radicals
    • quadratic inequalities
  • Solving Equations >
    • solving quadratic equations using factoring
    • ax^2+bx+c=0
    • a(x-h)^2 +k=0
    • a(x-r1)(x-r2) =0
    • (dx-e)(x-r1)=0
    • (dx-e)(fx-g)=0
    • solving equations using quadratic formula >
      • quadratic formula d < 0
      • quadratic formula d = 0
      • quadratic formula d > 0
      • quadratic formula d = perfect square
  • Applications
  • Conic Sections >
    • Parabola as a conic section >
      • Parabola OPENS UP
      • Parabola OPENS DOWN
      • Parabola OPENS RIGHT
      • Parabola OPENS LEFT
    • Circle >
      • Parts of a Circle
      • CIRCLE center (0,0) radius r
      • CIRCLE center (h,k) radius r
      • CIRCLE General Conic Equations
    • Ellipse >
      • Parts of an Ellipse
      • Ellipse center (0,0)
      • Ellipse center (h,k)
      • ELLIPSE General Conic Equations
    • Hyperbola >
      • Parts of an Hyperbola
• Systems
  • SOLUTIONS TO DAILY PRACTICE 9-29-14 DUE 9-30-14
  • Forms of Systems
  • Linear Systems >
    • Solving Linear Systems by Graphing
    • Types of Systems >
      • Standard Form Linear Systems >
        • Example 1
  • Domain and Range
  • Graphing
  • Solving Systems
  • Applications
• Polynomial
  • Forms of Polynomials >
    • cubic polynomials
    • quartic polynomials
    • quintic polynomials
    • nth degree polynomials
  • Laws and Properties >
    • factorable polynomials
    • Fundamental Theorem of Algebra
    • Factor Theorem
    • Remainder Theorem
    • Rational Root Theorem
    • Location Principle
    • Division of Polynomials
    • Quick Checks Using Tables and Graphs
    • Connections to Calculus
  • Domain and Range >
    • Domain of Polynomials
    • Range of Polynomials
  • Graphing
  • Solving Equations
  • Applications
• Exponential
  • Laws and Properties >
    • Exponent Laws >
      • power of power
      • product of powers
      • power of product
      • power of a quotient
      • quotient of powers
      • negative exponents
      • zero as an exponent
      • rational exponents
      • power of binomials
      • Pascal's Triangle
  • Applications of Exponential Functions >
    • exponential population change models
    • exponential interest models
    • exponential position model
  • Graphing Exponential Functions >
    • graphing y = b^x >
      • y = b^x
    • graphing y = b^x+c >
      • y = b^x+c
    • graphing y = ab^x >
      • y = ab^x+c
    • graphing y = ab^x+c >
      • y = ab^x+c
• template slideshow
  • template 4 button and slideshow >
    • nine button template
    • template slideshow
    • template slideshow
    • template slideshow
    • template slideshow
    • Untitled
• Operations with polynomials
• solutions to final exam study guide
• 1: What are the basic parent function characteristics?
• Objectives Algebra 2 Basic
• Assignments Algebra 2 Basic
• Solutions Algebra 2 Basic
• Additional Materials Algebra 2 Basic
• Objectives Algebra 2 Enriched
• Assignments Algebra 2 Enriched
• Solutions Algebra 2 Enriched
• Additional Materials Algebra 2 Enriched
• TI Nspire Files

Standard Form Line 3x - 4y=-12

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