# Iowa Assessments Algebra II Practice

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• Questions 4,398
• Vocabulary Terms 268
• Instructional Videos 192

### Test Standards

1. (N-RN-1) definition of rational exponents
3. (N-RN-3) explanations for rationals
1. (N-CN-1) represent complex numbers
2. (N-CN-2) properties with complex numbers
3. (N-CN-3) conjugates of complex #s
4. (N-CN-4) complex plane
5. (N-CN-5) represent operations
6. (N-CN-6) calculate distance
7. (N-CN-7) quadratics - complex solutions
8. (N-CN-8) extend polynomial identities
9. (N-CN-9) Fundamental Theorem of Algebra
1. (A-SSE-1a) Interpret parts
2. (A-SSE-1b) Interpret complicated expressions
3. (A-SSE-2) Expression structure
5. (A-SSE-3b) Complete square
6. (A-SSE-3c) Properties of exponents
7. (A-SSE-4.) Finite geometric series
1. (A-APR-2) Remainder Theorem
2. (A-APR-3) Identify zeros of polynomials
3. (A-APR-4) Prove polynomial identities
4. (A-APR-5) Binomial Theorem
5. (A-APR-1) Polynomials form
6. (A-APR-6) Rewrite simple rational expressions
7. (A-APR-7) Rational expressions form a system analogous
1. (A-REI-1) Explain steps in solving simple equation
2. (A-REI-2) Rational & radical equations
3. (A-REI-3) Linear equations & inequalities
4. (A-REI-4a) completing the square method
6. (A-REI-5) Same solutions
7. (A-REI-6) Solve systems of linear equations
8. (A-REI-7) Nonlinear systems
9. (A-REI-8) Represent system of linear equations
10. (A-REI-9) Inverse of a matrix
11. (A-REI-10) Equation graph
12. (A-REI-11) x-coordinates
13. (A-REI-12) Graph solutions
1. (F-IF-1 ) Element of range
2. (F-IF-2) Function notation
3. (F-IF-3) Sequences are functions
4. (F-IF-4) Function models relationship
5. (F-IF-5) Relate domain
6. (F-IF-6) Rate of change
7. (F-IF-7a) Graph linear & quadratic functions
8. (F-IF-7b) Graph square root
9. (F-IF-7c) Graph polynomial functions
10. (F-IF-7d) Graph rational functions
11. (F-IF-7e) Graph exponential & logarithmic functions
12. (F-IF-8a) Factoring square
13. (F-IF-8b) Exponents properties
14. (F-IF-9) Compare properties of two functions
1. (F-BF-1a) Determine an explicit expression
2. (F-BF-1b.) Combine standard function types
3. (F-BF-1c) Compose functions
4. (F-BF-2) Write arithmetic & geometric sequences
5. (F-BF-3 ) Effect on the graph
6. (F-BF-4a) Solve an equation
7. (F-BF-4b) Use composition
8. (F-BF-4c.) Inverse function
9. (F-BF-4d) Invertible function
10. (F-BF-5) Exponents & logarithms
1. (F-LE-1a) Linear functions grow
2. (F-LE-1b.) Recognize situations
3. (F-LE-1c) Quantity grows
4. (F-LE-2) Construct functions
5. (F-LE-3) Observe using graphs & tables
6. (F-LE-4) Express logarithms
7. (F-LE-5) Interpret parameters