Unlock the door to limitless opportunities with our Math Preparation for the GED Test course. Imagine the feeling of empowerment as you transform apprehension into confidence, mastering skills that will not only prepare you for the GED but also sharpen your problem-solving prowess for life. This isn't merely a course; it's a lifeline to your ambitions--a tailored journey crafted to turn mathematical challenges into stepping stones. Whether numbers currently feel like hurdles or mysteries, we'll guide you with empathy and expertise, igniting your natural potential. From arithmetic to algebra, with every concept demystified, you'll gain more than knowledge; you'll cultivate resilience and self-assure certainty. Join us, and redefine your future with education that changes you. The future you deserve starts here!
Lesson 1: Mastering Mathematics: A Comprehensive Guide to the GED Exam
The GED Math examination, lasting 115 minutes, splits into a non-calculator and calculator-allowed section, emphasizing number operations to algebra. Passing necessitates a score of 150, while 170 honors you with college-level readiness; retake opportunities exist but can be state-dependent.
Lesson 1-
Introduce Yourself+
Introduce Yourself
Lesson 2: Basic Arithmetic for GED Success
Solving word problems effectively involves translating the questions into mathematical expressions, aided by key operational indicators and visual aids like sketches. Recognizing appropriate operations and eliminating extraneous information are key steps in accurately solving word problems.
Lesson 2-
Lesson 1: Whole Numbers & Operations+
Essential to a good understanding of mathematics is knowledge of basic whole number operations. These include addition, subtraction, multiplication, division, estimation and problem solving.
Lesson 2 Activity+
Lesson 2 Activity
Number Sense and Order of Operations
Lesson topics include Powers, Exponents & Square Roots, and Order of Operations
Lesson 3-
Lesson 2: Number Sense+
Number sense refers to the special rules and processes involved in mathematics. In this lesson, we will examine the rules for order of operations, exponents and square roots.
Lesson 3 Activity+
Lesson 3 Activity
Lesson 3: Number Sense and Order of Operations
Grasping number sense hinges on comprehending powers, exponents, and the order of operations to ensure precision in solving mathematical equations. Familiarity with perfect squares simplifies square root computations, while PEMDAS aids in applying the correct calculation sequence.
Lesson 4-
Lesson 4 Activity+
Lesson 4 Activity
Lesson 4: Navigating the World of Decimals: From Place Value to Scientific Notation
Basic operations with decimals require careful alignment of decimal points for addition and subtraction. Multiplying and dividing decimals follow different rules, including shortcuts for powers of ten.
Lesson 5-
Lesson 3: Decimal Numbers+
Decimals are a necessary part of our daily lives.
Post Test 1+
Post Test 1
Lesson 5: Navigating the World of Fractions
Performing operations on fractions requires converting them to like terms to add or subtract and recognizing that multiplying or dividing fractions doesn't need common denominators. Simplifying fractions through these operations is crucial for achieving final answers in their simplest forms.
Lesson 6-
Lesson 4: Fractions & Fraction Operations+
Many students have a dislike or fear of working with fractions. This may be because theyve never really understood what a fraction represents.
Lesson 6: Mastering Signed Number Operations: From Addition to Multiplication
This lesson expands on number relationships by including all real numbers, clarifying positive and negative number placement on a number line. It also covers absolute values, doubling signs, and operations like addition and multiplication of signed numbers with relevant examples.
Lesson 7-
Lesson 5: Number Relationships+
So far, we've discussed numbers, fractions and whole numbers that were greater than zero, or positive. Now, we will widen our study to examine all real numbers.
Lesson 7: Exploring Ratios, Rates, and Proportions in Everyday Math
Ratios offer a structured approach to comparing entities, crucial in contexts such as staffing levels or pricing strategies, where simplification aids in comprehension. Proportions enable these comparisons to transcend direct calculations, facilitating intuitive solutions by maintaining equality between ratios through cross multiplication.
Lesson 8-
Lesson 6: Statistics & Data Analysis+
In mathematics, we study number relationships. Ratio, rates and proportions are expressions that examine relationships between numerical information called data.
Post Test 2+
Post Test 2
Lesson 8: Unraveling the World of Percents: From Basics to Problem Solving
Percents simplify the concept of comparing numbers to 100, converting easily to fractions or decimals and helping solve real-life problems like sales and taxes. Mastering these conversions enables efficient problem-solving, such as determining discounts or converting fractions to percents for word problems.
Lesson 9-
Lesson 7: Percents+
Just like fractions, percents are all around us. Here are some common percents youve probably seen: a 25% off sale, a grade of 95%, paying sales tax of 8.5% or paying 18% interest on your credit card.
Lesson 9 Activity+
Lesson 9 Activity
Lesson 9: Probability: What Are the Odds?
The probability of an event lies between 0 and 1, where 0 indicates impossibility and 1 signifies certainty, as seen in die roll experiments. Furthermore, dependent probability highlights situations where previous outcomes affect future probabilities, demonstrated through changing marble counts.
Lesson 10-
Lesson 8: Probability+
Probability is all about chance. You are talking about probability when you talk about the chance of rain or the chance of your favorite team winning the Superbowl.
Lesson 10 Activity+
Lesson 10 Activity
Lesson 10: Interpreting Data: Range and Central Tendency Simplified
Data analysis organizes information to draw conclusions through measures like mean, median, mode, and range, enhancing understanding of data sets. Visual tools like charts, tables, and graphs simplify interpretation by illustrating relationships and comparisons within data.
Lesson 11-
Lesson 9: Data Analysis+
In earlier lessons, you learned that mathematics is the study of relationships between numbers or data. Data analysis helps us organize data and use it to draw conclusions about various situations.
Post Test 3+
Post Test 3
Lesson 11: Expressions & Equations: The Heartbeat of Algebra
In algebra, expressions involve terms and operators without equal signs, while equations match expressions with equal signs for solving variables. Evaluating involves substituting values into expressions, simplifying through order of operations, leading to solutions through isolation of variables.
Lesson 12-
Lesson 10: Algebra+
Algebra is the branch of mathematics that uses variables and symbols to represent values for use in problem solving. The rules and methods of algebra are very basic and become easier with practice.
Lesson 12 Activity+
Lesson 12 Activity
Lesson 12: Units and Conversions: A Guide
Understanding measurement conversions involves using conversion factors to transition between large and small units in both the Standard and Metric systems. The Metric system simplifies conversions through its reliance on powers of ten, enabling straightforward decimal adjustments.
Lesson 13-
Lesson 11: Measurement+
Measurement is a way of assigning numerical value to units of length, weight, capacity or time.
Lesson 13: Geometry Fundamentals: Lines, Angles, Polygons, and Beyond
Triangles offer rich avenues for exploration through similarity and the Pythagorean Theorem, both essential for calculating unknown sides and angles in various contexts. Apply these principles to practical tasks, such as estimating the tallness of a structure based on shadow comparisons.
Lesson 14-
Lesson 12: Geometry+
Geometry is the branch of mathematics that examines lines, angles and shapes and the relationships among them. In this lesson, you will review fundamental vocabulary and concepts.
Post Test 4+
Post Test 4
In This Course
7 Hours average completion time
0.7 CEUs
14 Lessons
23 Exams & Assignments
62 Reference Files
Mobile Friendly
Last Updated February 2025
Description
This online course will prepare you to take the Mathematics portion of the GED® (General Educational Development) test. The testing format will be explained and broken down to highlight the content this part of the exam will cover. This course will provide several resources from strategies, review of material, test taking tips, practice exercises and tests.
Topics covered:
-Arithmetic (different forms of numbers, signs and symbols, how to perform various operations, how to solve problems with Fractions, Percents and Decimals, and much more)
-Algebra (linear Equations and Inequalities, how to solve various word problems, how to simplify and factor numbers, and much more)
-Statistics (Data Analysis, Probability, Measures of Central Tendency, charts/tables/schedules, graphs, circle/bar/line graphs)
-Geometry (Geometric Concepts and Relationships, understanding measurements of congruence and similarity, the Pythagorean Theorem, and much more)
Skills You'll Develop
Problem-solving strategy enhancement
Data interpretation skills
Units conversion expertise
Probability and statistics acumen
Algebraic expression proficiency
Scientific notation understanding
Mathematical reasoning development
Geometry comprehension and application
Fractions and decimals fluency
Skills You'll Develop
Problem-solving strategy enhancement
Data interpretation skills
Units conversion expertise
Probability and statistics acumen
Algebraic expression proficiency
Scientific notation understanding
Mathematical reasoning development
Geometry comprehension and application
Fractions and decimals fluency
More About This Course
Expressions & Equations: Solve algebraic equations confidently and accurately.
Interpreting Data: Simplify data interpretation using various statistical tools.
Unraveling the World of Percents: Solve real-life percentage problems with ease.
Mastering Signed Number Operations: Understand real numbers clearly and concisely.
Geometry Fundamentals: Apply geometric principles to real-world problems effectively.
Basic Arithmetic for GED Success: Master practical problem-solving techniques.
Mastering Mathematics: Gain comprehensive insights into the GED exam.
Exploring Ratios, Rates, and Proportions: Simplify comparisons in everyday scenarios.
Navigating the World of Decimals: Simplify complex decimal operations efficiently.
Number Sense and Order of Operations: Achieve precision in mathematical calculations.
Probability: Learn to calculate and understand event probabilities.
What You'll Achieve
Identify and solve arithmetic, algebraic, and geometric problems without using a calculator.
Utilize a calculator to efficiently solve problems involving number operations, measurement, data analysis, and algebraic functions.
Demonstrate the process of solving mathematical problems using basic operations by correctly adding, subtracting, multiplying, and dividing whole numbers.
Identify key words in word problems and select the appropriate arithmetic operation (addition, subtraction, multiplication, or division) to arrive at the correct solution.
Identify and apply the correct rules of exponents to evaluate expressions by the end of the lesson.
Demonstrate the ability to solve mathematical expressions using the proper order of operations.
Analyze and apply the rules of exponents and square roots to solve mathematical expressions accurately.
Correctly employ the order of operations to evaluate and solve complex equations using PEMDAS as a guide.
Define and demonstrate the ability to correctly order and compare decimal numbers by accurately using a place value chart and determining their relative sizes.
Apply the rules of rounding decimals to estimate decimal operations results, including addition, subtraction, and multiplication, for practical problem-solving scenarios.
Define and identify the parts of a fraction (numerator and denominator) and how they represent division, using real-life examples to illustrate understanding.
Raise and reduce fractions to higher and lower terms, simplifying them to their lowest terms by multiplying or dividing both numerator and denominator by the same number.
Recognize and identify the location of positive and negative numbers on a number line, including fractions and decimals, in relation to zero.
All of it was very helpful. It gave me the knowledge and confidence necessary for this section of the GED which, beforehand, I was very worried about. What was most helpful were the sections that most expanded on what I learned in school, particularly algebra, geometry and trigonometry.
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