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10.P.4 (A.1.P.8) 
10.M.3 
10.N.1 (A1.N.1) 
10P.6 (A1.P.10) 

10.N.3 (A1.N.3) 
10.P.7 (A1.P.11) 


10.P.8 (A1.P.12) 


10.P.4
A1.P.8
Demonstrate facility in symbolic manipulation of polynomial and rational expressions by rearranging and collecting terms, factoring (e.g., a2 b2 = (a+b)(ab), x2 + 10x + 21 = (x + 3)(x + 7), 5x4 + 10x3 5x2 = 5x2(x2 + 2x 1), identifying and canceling common factors in rational expressions, and applying the properties of positive integer exponents.
10.P.6
A1.P.10
Solve equations and inequalities including those involving absolute value of linear expressions (e.g., 1x 2l > 5) and apply to the solution of problems.
10.P.7
A1.P.11
Solve everyday problems that can be modeled using linear, reciprocal, quadratic, or exponential functions. Apply appropriate tabular, graphical, or symbolic methods to the solution. Include compound interest, and direct and inverse variation problems. Use technology when appropriate.
10.P.8
A1.P.12
Solve everyday problems that can be modeled using systems of linear equations or inequalities. Apply algebraic and graphical methods to the solution. Use technology when appropriate. Include mixture, rate, and work problems.
10.M.3
Relate changes in the measurement of one attributes of an objest to changes in other attributes, e.g., how changing the radius or height of a cylinder affects its surface area or volume.
Vocabulary
Chapter 9
Set 
Conjunction 
Element 
Intersection 
Roster notation 
Disjunction 
Set builder 
Absolute value 
Intersection 
Halfplane 
Union 
Boundary line 
Empty set 
System of inequalities 
Null set 
Corner points 
Chapter 10
Rational expression

Least common multiple

Simplest form  Rational equations

Chapter 11
Square root 
Radical expressions 
Principal square root 
Radicand 
Radical sign 
Approximating square roots 
Irrational numbers 
Rationalizing the denominator 
Real numbers 
conjugates 