Exam Review Math

Exam Review Overview

  • Exam One:   - General Questions Overview.   - Topics:     - Factors     - Order of Operations     - Solving Linear and Quadratic Equations
  • Exam Two:   - Question Coverage:     - Question One: Composition of Functions and Operations     - Questions Five through Nineteen
  • Exam Three:   - Question Coverage:     - Questions One and Two     - Questions Five through Sixteen

Quizzes Overview

  • Quiz One:   - Questions Eleven and Twelve:     - Essential Skills:       - Factoring       - Order of Operations     - Assess understanding through task completion.

  • Quiz Two:   - Content:     - Solving Linear Equations     - Solving Quadratic Equations by Factoring     - Skills in manipulation of variables:       - Understanding how to solve for letters in equations (not standalone, but applicable in context).

  • Quiz Three:   - Format:     - Online, no further review required.

  • Quiz Four to Nine:   - All potential questions covered in the exams.

Detailed Breakdown per Quiz

Quiz One

  • Questions Eleven and Twelve:   - Need to perform the following:     - Factor Expressions     - Execute Order of Operations correctly     - Notes on problem-solving without being explicitly stated.

Quiz Two

  • Primary Focus:   -     - Linear equational solutions     - Quadratic equations solved via factored methods:     - Integration into broader problem-solving during exams rather than isolated questions.

Quiz Four

  • Essential Skills:   - Composition of functions:     - Find Domain and Range     - Inverse Function derivation     - Graphing of Piecewise Functions:       - Composition includes possibly quadratic segments.

Quiz Five

  • Application of Graphing Calculator:   - Verify One-to-One Functions:     - Example tasks:       - For $f(x) = x^2$, establish whether the function is one-to-one based on domain condition.   - Finding Inverse Functions:     - Write Domains and Ranges of functions and their inverses.

Quiz Six and Beyond

  • General Content Guidelines:   - Fundamental knowledge of equations involving Cost, Revenue, and Profit:     - Profit Equation: Profit = Revenue - Cost     - Cost Equation: Typically formulated from variable and fixed costs.     - Revenue: General formulation as Price × Quantity.

Exam One Overview

  • Topics to Cover:   - Composition of Functions:     - Adding, Subtracting, Multiplying, Dividing Functions.     - Domain finding for various operations executed.

  • Amortization Tables:   - Compute with specific formulas per question requirements.   - Highlight:     - Interest calculations and adjustments from principal.

Exam Two Overview

  • Comprehensive Scope:   - Knowledge on Amortization tables setup across various payments.   - Systems of Equations:     - Resolve both linear and non-linear forms.     - Solve quadratic equations effectively.   - Matrix Competency:     - Operations involving transposing, multiplication, and solving equations.

Exam Three Coverage

  • Major Topics to Address:
      - Systems of Equations (non-linear focus)   - Cost and Revenue functions with breakeven assessments.   - Focus on whether the conditions for the solutions involve cost equating revenue.