Algebra 2 Part 1
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Prerequisite Skills
LCM GCD
Coordinate Geometry
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Quadrants
Fraction Operations
Functions
Laws and Properties
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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
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Ax+By=C
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standard form of the line
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Writing Standard Form from two points examples 1 and 2
Standard Form Examples
y-y1 = m(x-x1)
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Point Slope Form to Slope Intercept Form
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point slope of line
Point Slope Form to Slope Intercept Form
y=mx+b
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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
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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
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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
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Slope of a Line
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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
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3x - 4y = -12
3x + y = 6
3x - 5y = 0
Writing Equations of Lines
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horizontal and vertical lines
Domain and Range
Graphing
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Graphing Linear Inequalities Entry Slip Solutions 9-16-14
Solving Equations
Applications
Quadratic
Forms of Quadratic Functions and Relations
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perfect square trinomials
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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
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DOTS y = (x-a)(x+a)
DOTS y = (ax-b)(ax+b)
standard form of a quadratic function
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y=ax^2+bx+c
y=ax^2+bx
y=ax^2+c
vertex form of a quadratic function
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y=a(x-h)^2+k
intercept form of a quadratic function
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y=a(x-r1)(x-r2)
Domain and Range
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Domain of Quadratic Functions & Relations
Range of Quadratic Functions & Relations
Graphing parabolas
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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
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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
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quadratic formula d < 0
quadratic formula d = 0
quadratic formula d > 0
quadratic formula d = perfect square
Applications
Conic Sections
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Parabola as a conic section
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Parabola OPENS UP
Parabola OPENS DOWN
Parabola OPENS RIGHT
Parabola OPENS LEFT
Circle
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Parts of a Circle
CIRCLE center (0,0) radius r
CIRCLE center (h,k) radius r
CIRCLE General Conic Equations
Ellipse
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Parts of an Ellipse
Ellipse center (0,0)
Ellipse center (h,k)
ELLIPSE General Conic Equations
Hyperbola
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Parts of an Hyperbola
Systems
SOLUTIONS TO DAILY PRACTICE 9-29-14 DUE 9-30-14
Forms of Systems
Linear Systems
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Solving Linear Systems by Graphing
Types of Systems
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Standard Form Linear Systems
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Example 1
Domain and Range
Graphing
Solving Systems
Applications
Polynomial
Forms of Polynomials
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cubic polynomials
quartic polynomials
quintic polynomials
nth degree polynomials
Laws and Properties
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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
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Domain of Polynomials
Range of Polynomials
Graphing
Solving Equations
Applications
Exponential
Laws and Properties
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Exponent Laws
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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
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exponential population change models
exponential interest models
exponential position model
Graphing Exponential Functions
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graphing y = b^x
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y = b^x
graphing y = b^x+c
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y = b^x+c
graphing y = ab^x
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y = ab^x+c
graphing y = ab^x+c
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y = ab^x+c
template slideshow
template 4 button and slideshow
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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
Algebra Part 1 Home
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functions
linear
quadratic
systems
exponential
polynomials
Common Core
Algebra part 2
matrices
logarithmic
rational
radical
conic sections
Geometry
vocabulary
coordinate geometry
triangles
quadrilaterals
polygons
circles
right triangle trigonometry
Trigonometry
right triangle trigonometry
oblique triangle trigonometry
unit circle
graphing trigonometric equations
solving trigonometric equations
co-functions and reciprocal trigonometric functions
inverse trigonometric functions
Statistics & Probability
playing card, dice, and marble probabilities
geometric probability
measures of central tendency & variation
data displays
distributions
surveys
Calculus
limits
differentiation
integration
graph analysis
applications of differentiation
applications of integration
Applications
pre-algebra
algebra part 1
algebra part 2
geometry
trigonometry
statistics and probability
calculus
