As a 16–Year Old Who’s Never Gotten Past 5th-Grade, What’s Everything I Need to Learn Math-Wise for a GED?

Essential Math Skills for Passing the GED: A Guide for Beginners

Embarking on the journey to earn your GED can feel overwhelming, especially if foundational skills need refreshing or building. If you’re a 16-year-old in Texas who has yet to master basic math concepts, don’t worry—you’re not alone, and with some guidance, you can acquire the necessary knowledge to succeed.

Understanding Your Starting Point

For many students, especially those who haven’t received consistent formal instruction, retracing basic math skills is crucial. Since you mentioned excelling at simple operations like addition, subtraction, multiplication, and division, you’re already on the right track. The next step is to expand your understanding of more advanced but still fundamental concepts, beginning with fractions.

Core Math Topics Needed for the GED

While each state’s requirements might vary slightly, the GED Math Test typically covers a broad range of topics that build on basic arithmetic. Here’s a clear outline of what you should focus on:

  1. Number Operations
  2. Whole numbers, decimals, and integers
  3. Order of operations (PEMDAS)
  4. Fractions and mixed numbers
  5. Long division and remainders

  6. Fractions, Decimals, and Percentages

  7. Converting between fractions, decimals, and percentages
  8. Simplifying fractions
  9. Operations involving fractions and decimals
  10. Working with percentages (calculating discounts, interest, etc.)

  11. Ratios and Proportions

  12. Setting up and solving proportion problems
  13. Understanding ratios in real-world contexts

  14. Algebra Basics

  15. Solving simple linear equations
  16. Understanding variables and expressions
  17. Solving for an unknown

  18. Geometry Fundamentals

  19. Basic properties of shapes (triangles, rectangles, circles)
  20. Perimeter, area, and volume calculations
  21. Understanding angles and their measurements

  22. Data and Graphs

  23. Interpreting bar graphs, pie charts, and line graphs
  24. Basic statistical concepts (mean, median, mode)

  25. Word Problems

  26. Applying math to real-world scenarios
  27. Developing problem-solving strategies

Practical Steps for Self-Study

  • Start with reviewing basic operations and ensure you’re comfortable manipulating numbers.
  • Progress to understanding fractions and their operations, using online resources, tutorials, or math workbooks.
  • Use practice tests to identify areas needing improvement and to get familiar with the

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