Study+Resources

=__NEW EXAMS__= Algebra 1

=__ Old Exams (A1) __= Jan. 2017 (ANS) Aug. 2016 (ANS) June 2016 (ANS) Jan. 2016 (ANS) Aug. 2015 (ANS) June 2015 (ANS) Jan 2015 (ANS) Aug. 2014 (ANS) June 2014 (ANS) =__ Old Exams (A2) __= Jan. 2017 (ANS) Aug. 2016 (ANS) June 2016 (ANS) Fall Sampler Spring Sampler

= = = Interactive Word Wall = == = = = MathNet = = = = Algebra 2 Resources = Old exams Answers: Jan. 2016 June 2015 Jan. 2015 June 2014 Jan 2014 June 2013 Jan 2013 June 2012 Jan 2012 June 2011 Jan 2011 August 2010 June 2010

=__"Things to remember"__=

=__RegentsPrep.Org__=

=**__JMAP__**= (Press "CTRL-F" to search for specific topics)

=**__JMAP Review Worksheet__** (don't print!)= Answers start at page 28

=Unit 1: Rational Expressions= 1) Operations with Polynomials Adding, Subtracting, Multiplying, and Dividing polynomials Polynomial Long Division

2) Factoring GCF DOTS Pocket Method Factor by Grouping

3) Operations with Rational Expressions Simplifying Undefined Adding/Subtracting with same/different denominators Multiplying/Dividing Complex Fractions

4) Solving Equations Eliminating fractions Inequalities Absolute value equations/inequalities

=Unit 2: Radicals and Complex Numbers= 1) Operations with Radicals Simplifying Adding/Subtracting Multiplying/Dividing Rationalizing Denominators

2) Radical Equations

3) Complex Numbers Powers of i  Adding/[|Subtracting]/Multiplying/Dividing Complex Numbers  Rationalizing Complex Denominators

= Unit 3: Quadratics = 1) Quadratic Formula Solving by factoring, completing the square, and quadratic formula  Nature of the roots (discriminant)  Writing the equation from the roots (sum/product)

2) Quadratic Inequalities

3) Quadratic-Linear Systems of Equations (graphically AND algebraically)

= Unit 4: Relations and Functions = 1) Relations/Functions Identifying if a relation is a function (vertical line test, x doesn't repeat, no y^2) Evaluating functions One-to-one and Onto functions

2) Operations on Functions

3) Compositions and Inverses Notations Evaluating Combining to a single function ("rule of the function") Inverse of functions

4) Circles Center as an ordered pair Equation of a circle (x - h)^2 + (y - k)^2 = r^2

5) Direct (proportion)and Inverse (xy = xy)variation

=Unit 5: Exponents= 1) Properties

Power Quotient Product Zero Negatives

2) Fractional Exponents Convert between exponential and radical form Evaluate

3) Exponential Expressions/Functions Base e

4) Exponential Equations Converting to the same base

=Unit 6: Logarithms= 1) Introduction to Logarithms Convert between logarithmic and exponential forms Graph logarithms as the inverse of an exponential equation

2) Properties of Logarithms Product Quotient Power Change of Base formula

3) Equations and Applications Equations with different bases Equations using log rules

=Unit 7: Trigonometry Functions= 1) Angles as Rotations Coterminal Angles Reference Angles

2) The Unit Circle Special angles (the "BIG chart")...30-45-60 Quadrantal angles...0-90-180-270-360 Sin = y, cos = x, tan = sin/cos Trig values by quadrant (All Students Take Crack)

3) Arc Length and Radian Measure Convert between degrees and radians (pi = 180 degrees) Length of arc (s = r*theta) (silly red oysters)

4) Co-functions and Reciprocal Functions Co-functions Reciprocal functions (sin/csc, cos/sec, tan/cot) Finding exact trig values

=Unit 8: Trigonometry Graphs= Identify Amplitude, frequency, period Graphing sine and cosine Graphing tangent
 * You only need to be able to identify the graphs, not draw them, so be prepared to use your calculator*

=Unit 9: Trigonometry Applications= 1) Area of a Triangle or Parallelogram

2) Law of Sines

3) Law of Cosines

4) Applications Ambiguous case Double triangles

=Unit 10: Trigonometry Equations and Identities= 1) Basic Identities -Reciprocal -Quotient -Pythagorean

2) Sum and Difference of Angles (not taught, on formula sheet)

3) Double Angles Half Angles (not taught, on formula sheet, rarely used)

4) Equations with Trigonometry Linear Quadratic Equations with substitution (Reciprocal, Pythagorean, Double Angle)

=Unit 11: Probability= 1) Permutation vs Combination (differences)

2) Binomial Probability Exact At least/most

3) Binomial Expansion

=Unit 12: Statistics= 1) Measures of Central Tendency Mean, median, mode

2) Measures of Dispersion Quartiles Range Standard Deviation (population vs sample) Interquartile Range

3) Normal Distribution Mean and standard deviation Percentages under the curve

4) Regression Analysis Making a scatterplot Finding the line of best fit (linear, exponential, power) Predictions

=Unit 13: Sequence and Series= 1) Summation

2) Arithmetic series

3) Geometric series

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============================================================================== = Algebra 1 Resources =

= ALGEBRA 1 WORKSHEETS = (answers at the bottom of each)

================================================================= = Algebra vs Cockroaches =

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=========================================================================================== =Common Core Khan= Use this link to see what topics to review for the new exam that will be administered in June.

SAMPLE QUESTIONS (A)

SAMPLE QUESTIONS (B)

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=========================================================================================== =NEW PRACTICE= Practice A: Part I Practice A: Part II, III, IV

Practice B: Part I Practice B: Part II, III, IV

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=============================================================================== = Mid-Term Review: = I am recommending the Regentsprep and JMAP sites (shown below) and will give you links here for the specific topics to review. Khan is a good resource but the questions are not regents-based.

__Regents Prep__
Properties More properties Scientific Notation Practice with Exponents Absolute Values Words into Symbols More Words into Symbols Adding/Subtracting Polynomials (combining like terms) Multiplying Polynomials Dividing Polynomials Adding/Subtracting Algebraic Fractions Solving Algebraic Equations (with fractions) Solving Linear Equations Solving Linear Equations (word problems) Literal Equations (rewriting in terms of a variable) Solving Quadratic Equations Linear Inequalities Sets Venn Diagrams

__Jefferson Math Project__
(Click on the PDF option on the right for each set of questions you want to try. Answers can be found by scrolling down.) Evaluating Expressions Identifying Properties Interval Notation Sets 1 Sets 2 Sets 3 Classifying Numbers Venn Diagrams Words into Symbols Solving Equations Solving Equations (with fractions) Transforming Formulas Inequalities Factoring D.O.T.S. Quadratic Equations More Quadratic Equations Quadratic Word Problems Operations with Polynomials Dividing Polynomials Rules of Exponents (product, quotient, power) Scientific Notation Operations with Scientific Notation

Math Caching
Solve the problems and enter the URL at the bottom with your answer included as described. Be sure to write your work so you don't lose it! Pre-Algebra Algebra

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Regents Review Group
Complete Part 1 of Practice Test 1. Come prepared with questions!

UPDATE: Please complete Parts II, III, and IV for Thursday.

Here is the link to all the practice exams on Regentsprep.org

This is the link to about 100 Practice Worksheets. You don't need to print them all but it's a great place to get practice (though the answers aren't available). Feel free to try problems and bring questions to me that you don't understand.

All old Regents exams

List of Curriculum Topics: Integers Rational Numbers Irrational Numbers Real Numbers Number as Measurements Order of Operations Properties of Operations Addition of Signed Numbers Subtraction of Signed Numbers Multiplication of Signed Numbers Division of Signed Numbers Using Letters to Represent Numbers Translating Verbal Phrases into Symbols Algebraic Terms and Vocab Evaluating Algebraic Expressions Writing Algebraic Expressions in WOrds Open Sentences and Solutions Solving Equations using more than one operation Adding and subtracting algebraic expressions Simplify each side of an equation SOlving equations that have the variable on both sides Using formulas to solve problems SOlving for a variable in terms of another variable Transforming formulas Properties of Inequalities Finding/Graphing the solution set of an inequality Using inequalities to solve problems Adding/subtracting algebraic expressions Multiplying powers that have the same base Multiply by a monomial Multiply by polynomials Dividing powers that have the same base Powers with zero and negative exponents Scientific notation Dividing by a monomial Points, lines, and planes Pairs of angles Angles and parallel lines Triangles Quadrilaterals Areas of irregular figures Shaded regions Surface areas of solids VOlumes of solids Graphing number pairs Relations and functions Graphing linear functions using their solutions Graphing a line parallel to an axis The slope of a line The slopes of parallel and perpendicular lines Slope intercept form of a linear equation Graphing linear functions using their slopes Writing an equation of a line using point-slope or two points Using a graph to solve a system of linear equations Using addition to solve a system of linear equations Using substitution to solve a system of linear equations Using systems of equations to solve verbal problems Graphing the solution set of a system of inequalities Graphing direct variation Graphing first-degree inequalities in two variables Graphs involving absolute value Graphs involving exponential functions Ratio Using a ration to express a rate Verbal problems involving ratio Proportions DIrect variation Percent and percentage problems Changing units of measure Factors and factoring Common monomial factors Multiplying the sum and difference of two terms Factoring the difference of two squares Factoring trinomials Factoring a polynomial completely The meaning of an algebraic fraction Reducing fractions to lowest terms Multiplying fractions Dividing fractions Adding/subtracting algebraic fractions Solving equations that have fractional coefficients Solving inequalities that have fractional coefficients Solving fractional equations Radicals and the rational numbers Radicals and the irrational numbers Finding the principle square root of a monomial SImplifying a square root radical Addition/subtraction of radicals Multiplying/dividing radicals Pythagorean theorem Sine/cos/tan Applications of sin/cos/tan Solving problems using trig ratios Solving quadratic equations and fractional equations Graphing a quadratic FInding roots from a graph Graphing solution of a quadratic-linear system Algebraic solution of a quadratic-linear system WOrd problems Operations with sets Empirical probability Theoretical probability Evaluating probabilities Probability of "and" Probability of "or" Probability of "not" Counting principle, sample spaces, and probability Probabilities with two or more activities Permutations Combinations Collecting data Organizing data Probability distribution histogram Cumulative distribution histogram Mean, median, mode Measures of central tendency and grouped data Quartiles, percentiles, and cumulative frequency Box and whisker plots Scatterplots and line of best fit

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=Topic Worksheets= = = =Graphing Parabolas=

=Graphing Linear Inequalities= = = =Regents Prep=

=Jefferson Math Project (JMAP)=

=Worksheet Center=

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