SAT Math 1 and 2
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SAT Math 1 & 2

Electronic Textbooks
TDownloads - Preview, Get, Practice!   

500 SAT Math Questions to Know by Test Day, Second Edition
  500 PSAT Practice Questions  The Humongous Book of SAT Math Problems  Math Workbook for the NEW SAT  SAT Math Level II Test Prep Review--Exambusters Algebra 2-Trig Flash Cards--Workbook 2 of 2  SAT Math Level I Test Prep Review--Exambusters Geometry Flash Cards--Workbook 2 of 2  SAT Math Level II Test Prep Review--Exambusters Algebra 1 Flash Cards--Workbook 1 of 2

McGraw-Hill Education SAT Subject Test Math Level 1 4th Ed.   McGraw-Hill Education SAT Subject Test Math Level 2, Fourth Edition    McGraw-Hills SAT Subject Test 10 Algebra II For Dummies   Cracking the SAT Premium Edition with 8 Practice Tests, 2020   McGraw-Hill's Top 50 Skills for a Top Score



Paperback Textbooks (New and Used)

320 SAT Math Problems Arranged by Topic and Difficulty Level  500+ Practice Questions for the New SAT: Created for the Redesigned 2016 Exam (College Test Preparation)  15 Realistic Tests for the SAT Math Level 2 Subject Test: Formerly Known as SAT Math Level IIC  SAT Subject Test Math Level 1   SAT Subject Test Math Level 2   The Humongous Book of SAT Math Problems

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Overview of the SAT Math Content


SAT Math 1
Numbers and Operations 
Ratio and Proportions, Counting Elementary Number Theory
Complex Numbers, Matrices, Sequence 
Algebra and Functions
Expressions, Equations, Inequalities
Representation and Modeling
Properties of Functions (linear, polynomial, rational exponential)
Geometry and Measurement
Plane Euclidean
 Coordinate (Lines, Parabolas, Circles, Symmetry Transformations)
Three-dimensional (Solids, Surface Area and Volume)
Trigonometry: (Right Triangles, Identities)
Data Analysis, Stats, and Probability
Mean, Median, Mode, Range, Interquartile Range Graphs and Plots
Least Squares Regression, Probability

 More on the SAT Math Level 1 Content

SAT Math 2
Numbers and Operations
Operations, Ratio and Proportions, Complex Numbers Counting, Elementary Number Theory, Matrices Sequences, Series, Vectors
Algebra and Functions 
Expressions, Equations, inequalities, Representation and Modeling 
Properties of Functions (Linear, Polynomial, Rational Exponential, Logarithmic, Trigonometric, Inverse Trigonometric, Periodic, Piecewise Recursive, Parametric)

Geometry and Measurement

Coordinate (Lines, Parabolas, Circles, Ellipses, Hyperbolas, Symmetry
Transformations, Polar Coordinates)
 Three-dimensional (Solids, Surface Area and Volume of Cylinders, Cones, Pyramids Spheres and Prisms along with Coordinates in Three Dimensions)
Trigonometry: (Right Triangles, Identities, Radian Measure Law of Cosines, Law of Sines, Equations Double Angle Formulas)
Data Analysis, Statistics, and Probability
Mean, Median, Mode, Range, Interquartile Range, Standard Deviation, Graphs and Plots, Least Squares Regression 
(Linear, Quadratic, Exponential), Probability

 More on the SAT Math Level 2 Content

 Decay:  The value of a certain machine has an annual decay factor of 0.75. If the       
                  machine is worth $10,000 after 5 years, what was the original value of the
                  machine?

  The machine will decay exponentially as in radioactive elements.
  Therefore, applying the Exponential Decay Formula:
                                                 
  y = abx
  where y = the final amount, a = the original value, b the decay factor,
  and x the time in years.
                           By substitution, 10,000 = (a)(0.75)5
                                                       10,000 = (a)(0.2373)
                                                                 a =  10000
                                                                        0.2373
                                                                    =  42,140.75
                                                                       
Answer: $42,140.75
  Radicals: Simplify √50 + √2 - 2√18 + √8.
   
  50 + √2 - 2√18 + √8 = √(25 x 2) + √2 - 2√(9 x 2) + √(4 x 2) 
                                          = 5√2 + √2 - (2 x 3)√2 + 2√2
                                          = 6√2 - 6√2 + 2√2
                                          = 2√2
                                 
Answer: 2√2

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