Skip to main content
Create interactive lessons using any digital content including wikis with our free sister product
TES Teach
. Get it on the
web
or
iPad
!
guest
Join

Help

Sign In
SchellenbergMath
Home
guest

Join

Help

Sign In
SchellenbergMath
Wiki Home
Recent Changes
Pages and Files
Members
Examples
Foundations and Precal 10
Foundations 20
Precalculus 20
Foundations 30
Class Notes
Box.com public folder
Math A30
Edit
0
58
…
0
Tags
No tags
Notify
RSS
Backlinks
Source
Print
Export (PDF)
Textbook questions for A30
Units of Study
Systems of Linear Equations
1.1
Solving Systems of Linear Eqautions by Graphing (by hand)
1.2
Solving Systems of Linear Eqautions by Graphing (with TI83 calculator)
1.3
Classifying Systems Intro
1.3
Classifying Systems Example
1.4
Solving Systems of Linear Equations Algebraically Intro
1.4
Solving Systems of Linear Equations by Elimination (easy)
1.4
Solving Systems of Linear Equations by Elimination (harder)
1.5
Solving Systems of Linear Equations by Substitution
1.6
Solving Systems of Linear Equations with Rational Coefficients
1.7
Solving Word Problems using Systems of Linear Equations
Data Analysis
2.3
Measures of Central Tendency (finding mean, median and mode manually)
2.3
Measures of Central Tendency (finding mean, median and mode using a calculator  TI83)
2.4
Finding range, quartiles, interquartile range and outliers (TI83 used)
2.4
Drawing a 50% box and whisker plot (by hand and with TI83 calculator)
2.5
Calculating percentile rank (given a data set)
Functions
3.1
Function Notation
3.1
Evaluating functions on a TI83 calculator
3.2
Function operations
3.2
Function composition
3.3
Determining if a relation is a function, and classifying as onetoone or manytoone
3.4
Determining the equation of a linear function given a slope and yintercept, or given a slope and a point
3.4
Determining the equation of linear functions that are vertical or horizontal lines
3.4
Determining the equation of a linear function given two points
3.4
Determining the equation of a parallel/perpendicular linear function given a point and another line
3.5
Sketching the graph of a quadratic, given the function in vertexgraphing form
3.5
Determining the equation of a quadratic, given the vertex and a point
3.5
Converting a quadratic into vertexgraphing form, and identifying characteristics
3.5
Sketch the graph of a quadratic, given a quadratic function in standard form
3.6
Changing a quadratic from general form to vertexgraphing form (easy)
3.6
Changing a quadratic from general form to vertexgraphing form (harder)
3.6
Changing a quadratic from general form to vertexgraphing form (harder  with fractions)
3.7
Using the vertex formula
3.8
Determining the equation and sketching an inverse variation
Factoring Polynomials and Simplifying Rational Expressions
4.1
Factoring a trinomial square
4.1
Factoring a trinomial with a coefficient of 1 in front of the quadratic term (sum and product)
4.1
Factoring a trinomial with a coefficient other than 1 in front of the quadratic term (decomposition)
\
4.2
Factoring a sum of cubes (easy)
4.2
Factoring a sum of cubes (harder)
4.3
Remainder Theorem
4.7
Solving Equations Containing Rational Expressions
4.7
Solving Equations Containing Rational Expressions
Exponents and Radicals
5.1
Rational Exponents Example (positive exponent)
5.1
Rational Exponents Example (negative exponent)
5.2
Rational Exponents (multiple steps)
5.3
Convert from radical notation to power notation
5.3
Simplifying Radicals Example
5.4
Simplifying Radicals (conjugates) (q62 p163)
5.5
Zero product property (sum and product factoring) (q19 p165)
5.5
Solve a quadratic by factoring (q25 p165)
5.6
Solve a quadratic using the square root property (fractions) (q9 p167)
5.6
Solve a quadratic using the square root property (q17 p167)
5.7
Solve a quadratic by completing the square (q17 p170)
5.8
Solve a quadratic using the quadratic formula
5.8
Solve a quadratic using the quadratic formula (no solution)
5.9
Solving an absolute value equation
5.9
Solving an absolute value equation (1 solution  why and when to check your answers)
5.10
Solve a radical equation (simple)
5.10
Solve a radical equation (extra variable outside radical)
5.10
Solving a radical equation (2 radicals  harder)
Counting (Combinations and Permutations)
6.1
Fundamental Counting Principle (creating 4 letter arrangements)
6.1
Fundamental Counting Principle (creating 3 digit numbers)
6.2
Permutation Example
6.3 Permutations with repetition (
part 1
) (
part 2
)
6.4 Circular Permutations with restrictions (
part 1
) (
part 2
) (
part 3
)
6.5 Combinations from one set
6.6
Combinations from several sets
Angles and Polygons
7.1 Finding the midpoint of two coordinates
7.2
Find the distance between two coordinates
7.5
Determining which quadrant an angle could lie, given a set of inequalities
Final Reviews
Review done in class 
MathA30FinalReview_sansTrig.pdf
Answers for review done in class 
Math A30 Final Review Answers
Extra review 
HoffmanMathA30FinalReview.pdf
(
HoffmanAnswerKey.pdf
)
Javascript Required
You need to enable Javascript in your browser to edit pages.
help on how to format text
Turn off "Getting Started"
Home
...
Loading...
Textbook questions for A30
Units of Study
Systems of Linear Equations
1.1 Solving Systems of Linear Eqautions by Graphing (by hand)
1.2 Solving Systems of Linear Eqautions by Graphing (with TI83 calculator)
1.3 Classifying Systems Intro
1.3 Classifying Systems Example
1.4 Solving Systems of Linear Equations Algebraically Intro
1.4 Solving Systems of Linear Equations by Elimination (easy)
1.4 Solving Systems of Linear Equations by Elimination (harder)
1.5 Solving Systems of Linear Equations by Substitution
1.6 Solving Systems of Linear Equations with Rational Coefficients
1.7 Solving Word Problems using Systems of Linear Equations
Data Analysis
2.3 Measures of Central Tendency (finding mean, median and mode manually)
2.3 Measures of Central Tendency (finding mean, median and mode using a calculator  TI83)
2.4 Finding range, quartiles, interquartile range and outliers (TI83 used)
2.4 Drawing a 50% box and whisker plot (by hand and with TI83 calculator)
2.5 Calculating percentile rank (given a data set)
Functions
3.1 Function Notation
3.1 Evaluating functions on a TI83 calculator
3.2 Function operations
3.2 Function composition
3.3 Determining if a relation is a function, and classifying as onetoone or manytoone
3.4 Determining the equation of a linear function given a slope and yintercept, or given a slope and a point
3.4 Determining the equation of linear functions that are vertical or horizontal lines
3.4 Determining the equation of a linear function given two points
3.4 Determining the equation of a parallel/perpendicular linear function given a point and another line
3.5 Sketching the graph of a quadratic, given the function in vertexgraphing form
3.5 Determining the equation of a quadratic, given the vertex and a point
3.5 Converting a quadratic into vertexgraphing form, and identifying characteristics
3.5 Sketch the graph of a quadratic, given a quadratic function in standard form
3.6 Changing a quadratic from general form to vertexgraphing form (easy)
3.6 Changing a quadratic from general form to vertexgraphing form (harder)
3.6 Changing a quadratic from general form to vertexgraphing form (harder  with fractions)
3.7 Using the vertex formula
3.8 Determining the equation and sketching an inverse variation
Factoring Polynomials and Simplifying Rational Expressions
4.1 Factoring a trinomial square
4.1 Factoring a trinomial with a coefficient of 1 in front of the quadratic term (sum and product)
4.1 Factoring a trinomial with a coefficient other than 1 in front of the quadratic term (decomposition)\
4.2 Factoring a sum of cubes (easy)
4.2 Factoring a sum of cubes (harder)
4.3 Remainder Theorem
4.7 Solving Equations Containing Rational Expressions
4.7 Solving Equations Containing Rational Expressions
Exponents and Radicals
5.1 Rational Exponents Example (positive exponent)
5.1 Rational Exponents Example (negative exponent)
5.2 Rational Exponents (multiple steps)
5.3 Convert from radical notation to power notation
5.3 Simplifying Radicals Example
5.4 Simplifying Radicals (conjugates) (q62 p163)
5.5 Zero product property (sum and product factoring) (q19 p165)
5.5 Solve a quadratic by factoring (q25 p165)
5.6 Solve a quadratic using the square root property (fractions) (q9 p167)
5.6 Solve a quadratic using the square root property (q17 p167)
5.7 Solve a quadratic by completing the square (q17 p170)
5.8 Solve a quadratic using the quadratic formula
5.8 Solve a quadratic using the quadratic formula (no solution)
5.9 Solving an absolute value equation
5.9 Solving an absolute value equation (1 solution  why and when to check your answers)
5.10 Solve a radical equation (simple)
5.10 Solve a radical equation (extra variable outside radical)
5.10 Solving a radical equation (2 radicals  harder)
Counting (Combinations and Permutations)
6.1 Fundamental Counting Principle (creating 4 letter arrangements)
6.1 Fundamental Counting Principle (creating 3 digit numbers)
6.2 Permutation Example
6.3 Permutations with repetition (part 1) (part 2)
6.4 Circular Permutations with restrictions (part 1) (part 2) (part 3)
6.5 Combinations from one set
6.6 Combinations from several sets
Angles and Polygons
7.1 Finding the midpoint of two coordinates
7.2 Find the distance between two coordinates
7.5 Determining which quadrant an angle could lie, given a set of inequalities
Final Reviews
Review done in class  MathA30FinalReview_sansTrig.pdfAnswers for review done in class  Math A30 Final Review Answers
Extra review  HoffmanMathA30FinalReview.pdf (HoffmanAnswerKey.pdf)