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Questions and Answers
Which of the following represents the axis of symmetry for a quadratic function in vertex form?
Which of the following represents the axis of symmetry for a quadratic function in vertex form?
When solving the system of equations $2x + 3y = 6$ and $4x + 6y = 12$, what type of system is this?
When solving the system of equations $2x + 3y = 6$ and $4x + 6y = 12$, what type of system is this?
Which transformation describes a vertical shift of a function graphed on a Cartesian plane?
Which transformation describes a vertical shift of a function graphed on a Cartesian plane?
Which of the following is NOT a valid operation when working with complex numbers?
Which of the following is NOT a valid operation when working with complex numbers?
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What does the discriminant value of a quadratic function indicate?
What does the discriminant value of a quadratic function indicate?
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Study Notes
Honors Algebra II Midterm Outline
- Chapters 1-5
Equations and Expressions
- Evaluate/Simplify equations and expressions
Inequalities and Absolute Value Functions
- Solve inequalities and absolute value functions
Linear Functions
- Slope
- Standard Form
- Slope-Intercept Form
- Graphing
- Function Notation
- Linear Regression (using a graphing calculator)
Quadratic Functions
- Vertex
- Axis of symmetry
- X- and Y-intercepts
- Maximum/Minimum
- Discriminant (type of roots)
- Vertex form
- Graphing
- Solving (factoring, completing the square, quadratic formula)
- Write a quadratic function given its roots
Polynomial Functions
- Dividing/multiplying polynomials
- Describing end behaviors
- Degree/leading coefficient
- Solving to find zeros
- Difference/sum of cubes
- Maxima/minima
- Graphing
- Write a polynomial function given its roots
Piecewise Functions
- Write a piecewise function
Number Sets
- Natural, whole, integer, rational, irrational, real
Solving Systems of Equations
- Solving systems (two and three variables)
- Classify systems (inconsistent and consistent, independent and dependent)
- Vertical Line Test
Exponent Rules
- Exponent rules
Complex Numbers
- Operations with complex numbers
Linear Programming
- Linear programming
Transformations
- Describe transformations
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Description
Prepare for your Honors Algebra II midterm with this comprehensive review covering chapters 1-5. Topics include equations, inequalities, linear functions, quadratic functions, polynomial functions, and number sets. Assess your understanding through various problem-solving techniques and function analyses.
