Master the Math Skills You Need for the GED, TASC, or HiSET Exams with Essential Math Skills
# Outline of the article Heading Subheading --- --- H1: Essential Math Skills: Preparation for High School Equivalency Tests A brief introduction to the book and its author, and why it is useful for students who want to pass the GED, TASC, or HiSET exams. H2: How to approach math problems effectively A summary of the UnPAC process and how it helps students to understand, plan, and check their solutions. H2: How to apply math skills to real-life situations A overview of the topics covered in the book that relate to personal finance, money, workplace, ratios, proportions, units of measure, and algebraic applications. H3: Personal finance and money An explanation of how to use math skills to manage budgets, savings, interest rates, taxes, and loans. H3: Workplace An example of how to use math skills to solve problems involving wages, discounts, markups, commissions, and inventory. H3: Ratios and proportions A demonstration of how to use ratios and proportions to compare quantities, scale figures, and convert units. H3: Units of measure A review of how to use units of measure to perform calculations involving length, area, volume, weight, temperature, and time. H3: Algebraic applications A discussion of how to use algebraic expressions and equations to model and solve real-world problems. H2: How to think algebraically and geometrically A summary of the topics covered in the book that relate to linear equations, inequalities, graphs, systems of equations, functions, polynomials, quadratic equations, lines, angles, shapes, forms, and geometry applications. H3: Linear equations and inequalities An explanation of how to solve and graph linear equations and inequalities with one or two variables. H3: Systems of equations and functions An example of how to solve systems of equations by substitution or elimination methods and how to identify and evaluate functions. H3: Polynomials and quadratic equations A demonstration of how to perform operations with polynomials and how to solve quadratic equations by factoring or using the quadratic formula. H3: Lines and angles A review of how to use properties of parallel and perpendicular lines and angles to find missing measures and prove relationships. H3: Shapes and forms A discussion of how to classify and analyze two-dimensional and three-dimensional shapes based on their attributes and formulas. H3: Geometry applications An illustration of how to apply geometric concepts and skills to solve problems involving perimeter, area, surface area, volume, congruence, similarity, Pythagorean theorem, trigonometry, coordinate geometry, transformations, symmetry, tessellations Okay, here is the article with HTML formatting. I hope you like it. # Article with HTML formatting Essential Math Skills: Preparation for High School Equivalency Tests
Do you want to pass the GED, TASC, or HiSET exams and earn your high school equivalency diploma? If so, you need to master the essential math skills that are tested on these exams. But don't worry, you don't have to do it alone. There is a book that can help you learn and practice these skills in a clear and effective way. It's called Essential Math Skills: Preparation for High School Equivalency Tests, and it's written by Teresa Perrin, a math teacher and tutor with over 20 years of experience.
EssentialMathSkillsPreparationforHighSchoolEquivalencyTestsdownloadstorrent
This book is designed to help you solve any math problem on the 2014 GED test, TASC Test, or HiSET exam quickly and accurately by applying mathematical reasoning skills. You will learn how to connect new concepts to what you already know and then use strategies to find the answer quickly. You will also learn how to apply your math skills to real-life situations that you may encounter in your personal, professional, or academic life. The book covers topics such as polynomials, algebra with linear equations, integers, and geometry, as well as common mathematical problems in science, social studies, and business.
The book is divided into three main sections: how to approach math problems effectively, how to apply math skills to real-life situations, and how to think algebraically and geometrically. Each section contains lessons that are aligned with Common Core and College and Career Readiness Standards, and include examples, practice questions, answer keys, and explanations. The book also contains a glossary of math terms and symbols, a list of formulas and conversions, and a summary of math skills for each test. At 444 pages, this book is a complete test preparation course that you can use for self-study or to complement online instruction.
In this article, we will give you an overview of each section of the book and highlight some of the key features and benefits of using it. Let's get started!
How to approach math problems effectively
The first section of the book teaches you how to approach math problems effectively using the UnPAC process. UnPAC stands for Understand, Plan, Act, and Check. This is a four-step method that helps you to analyze the problem, choose a strategy, solve the problem, and verify your solution. Here is how it works:
Understand: Read the problem carefully and identify what is given and what is asked. Look for key words or phrases that indicate the type of problem or operation. Write down any relevant information or formulas that you need.
Plan: Decide how you will solve the problem. Choose a strategy that suits the problem and your skills. Some common strategies are drawing a diagram, making a table or chart, working backwards, guessing and checking, or using logical reasoning.
Act: Carry out your plan and solve the problem. Show your work clearly and neatly using appropriate symbols and units. Use a calculator or technology if allowed or necessary.
Check: Check your solution for accuracy and reasonableness. Make sure your answer matches what is asked and makes sense in the context of the problem. Review your work for any errors or mistakes.
The UnPAC process helps you to solve any math problem on the 2014 GED test, TASC Test, or HiSET exam quickly and accurately by applying mathematical reasoning skills. It also helps you to develop confidence and critical thinking skills that are essential for success in college and career.
How to apply math skills to real-life situations
The second section of the book teaches you how to apply your math skills to real-life situations that you may encounter in your personal, professional, or academic life. The topics covered in this section are personal finance and money, workplace, ratios and proportions Okay, here is the rest of the article with HTML formatting. I hope you like it. # Article with HTML formatting (continued) How to apply math skills to real-life situations
The second section of the book teaches you how to apply your math skills to real-life situations that you may encounter in your personal, professional, or academic life. The topics covered in this section are personal finance and money, workplace, ratios and proportions, units of measure, and algebraic applications. Here are some examples of what you will learn in this section:
Personal finance and money
In this topic, you will learn how to use math skills to manage your finances and make smart decisions about money. You will learn how to:
Calculate budgets, savings, interest rates, taxes, and loans.
Compare different types of bank accounts, credit cards, and investments.
Understand the effects of inflation and compound interest.
Use percentages, fractions, decimals, and ratios to compare prices and discounts.
This topic will help you to improve your financial literacy and plan for your future goals.
Workplace
In this topic, you will learn how to use math skills to solve problems that relate to your workplace or career. You will learn how to:
Calculate wages, discounts, markups, commissions, and inventory.
Analyze data and graphs to make decisions and predictions.
Use proportions and rates to compare quantities and performance.
Use formulas and equations to model and optimize situations.
This topic will help you to enhance your employability and productivity in various fields and occupations.
Ratios and proportions
In this topic, you will learn how to use ratios and proportions to compare quantities and scale figures. You will learn how to:
Write and simplify ratios using different notations.
Find equivalent ratios using cross-multiplication or tables.
Solve proportion problems using algebraic methods or similar triangles.
Use scale factors and scale drawings to enlarge or reduce figures.
Convert units of measure using conversion factors or dimensional analysis.
This topic will help you to understand the relationships between quantities and measurements in various contexts.
Units of measure
In this topic, you will learn how to use units of measure to perform calculations involving length, area, volume, weight, temperature, and time. You will learn how to:
Identify and use appropriate units of measure for different situations.
Convert between different units of measure within the same system or between different systems.
Add, subtract, multiply, and divide measurements using the same or different units.
Estimate measurements using benchmarks or rounding.
Use formulas or tools to find the perimeter, area, surface area, volume, or weight of various shapes and objects.
This topic will help you to measure and compare physical quantities in everyday life.
Algebraic applications
In this topic, you will learn how to use algebraic expressions and equations to model and solve real-world problems. You will learn how to:
Translate words into algebraic expressions or equations using variables and operations.
Simplify algebraic expressions by combining like terms or using the distributive property.
Evaluate algebraic expressions by substituting values for variables.
Solve algebraic equations by applying inverse operations or using properties of equality.
Interpret the solutions of algebraic equations in terms of the problem context.
This topic will help you to represent and manipulate unknown quantities in various situations.
How to think algebraically and geometrically
The third section of the book teaches you how to think algebraically and geometrically. The topics covered in this section are linear equations Okay, here is the rest of the article with HTML formatting. I hope you like it. # Article with HTML formatting (continued) How to think algebraically and geometrically
The third section of the book teaches you how to think algebraically and geometrically. The topics covered in this section are linear equations, inequalities, graphs, systems of equations, functions, polynomials, quadratic equations, lines, angles, shapes, forms, and geometry applications. Here are some examples of what you will learn in this section:
Linear equations and inequalities
In this topic, you will learn how to solve and graph linear equations and inequalities with one or two variables. You will learn how to:
Identify and graph linear equations in slope-intercept form or standard form.
Find the slope and y-intercept of a line from its equation or graph.
Write the equation of a line given its slope and y-intercept or two points on the line.
Graph linear inequalities in one or two variables using shading or boundary lines.
Solve linear inequalities in one variable using inverse operations or properties of inequality.
This topic will help you to understand the relationship between variables and how they change in a constant rate.
Systems of equations and functions
In this topic, you will learn how to solve systems of equations by substitution or elimination methods and how to identify and evaluate functions. You will learn how to:
Solve systems of linear equations in two variables by substituting one equation into another or by eliminating one variable.
Graph systems of linear equations in two variables and find their solutions by intersection.
Identify whether a relation is a function or not by using the vertical line test or mapping diagrams.
Evaluate functions by substituting values for the input variable.
Find the domain and range of a function from its equation, table, or graph.
This topic will help you to solve problems involving more than one variable and how they depend on each other.
Polynomials and quadratic equations
In this topic, you will learn how to perform operations with polynomials and how to solve quadratic equations by factoring or using the quadratic formula. You will learn how to:
Add, subtract, multiply, and divide polynomials by using the distributive property or long division.
Identify and classify polynomials by their degree and number of terms.
Factor polynomials by using common factors, difference of squares, trinomial patterns, or grouping methods.
Solve quadratic equations by factoring them into two binomials or by using the quadratic formula.
Find the roots, vertex, axis of symmetry, and maximum or minimum value of a quadratic function from its equation or graph.
This topic will help you to manipulate expressions involving powers and roots and how they affect the shape of a graph.
Lines and angles
In this topic, you will learn how to use properties of parallel and perpendicular lines and angles to find missing measures and prove relationships. You will learn how to:
Identify and name different types of angles such as acute, right, obtuse, straight, complementary, supplementary, vertical, adjacent, alternate interior, alternate exterior, corresponding, and same-side interior angles.
Use angle relationships to find missing angle measures when parallel lines are cut by a transversal.
Write equations for parallel or perpendicular lines given their slopes or points on the lines.
Use congruent angles to prove that two lines are parallel or perpendicular.
Use angle bisectors and perpendicular bisectors to find midpoints or equidistant points.
This topic will help you to understand the geometry of lines and angles and how they form patterns and relationships.
Shapes and forms
In this topic Okay, here is the rest of the article with HTML formatting. I hope you like it. # Article with HTML formatting (continued) Shapes and forms
In this topic, you will learn how to classify and analyze two-dimensional and three-dimensional shapes based on their attributes and formulas. You will learn how to:
Identify and name different types of polygons such as triangles, quadrilaterals, pentagons, hexagons, and octagons.
Classify polygons by their sides, angles, and symmetry.
Find the sum of the interior and exterior angles of a polygon.
Identify and name different types of solids such as prisms, pyramids, cylinders, cones, and spheres.
Classify solids by their faces, edges, vertices, and bases.
Find the surface area and volume of various solids using formulas or nets.
This topic will help you to understand the properties and dimensions of shapes and forms and how they can be measured and compared.
Geometry applications
In this topic, you will learn how to apply geometric concepts and skills to solve problems involving perimeter, area, surface area, volume, congruence, similarity, Pythagorean theorem, trigonometry, coordinate geometry, transformations, symmetry, tessellations, and circles. You will learn how to:
Find the perimeter and area of various polygons using formulas or decomposing methods.
Find the surface area and volume of various solids using formulas or decomposing methods.
Determine whether two figures are congruent or similar by using corresponding parts or transformations.
Use proportions or scale factors to find missing lengths or areas of similar figures.
Use the Pythagorean theorem to find missing side lengths of right triangles or distances between points.
Use trigonometric ratios to find missing angle measures or side lengths of right triangles.
Use coordinate geometry to graph points, lines, and shapes on a coordinate plane.
Use slope, distance, and midpoint formulas to find characteristics of lines and segments on a coordinate plane.
Use transformations such as translations, reflections, rotations, and dilations to move or resize figures on a coordinate plane.
Use symmetry to identify lines of symmetry or rotational symmetry of figures.
Use tessellations to create patterns or designs with repeating shapes that cover a plane without gaps or overlaps.
Identify and name parts of a circle such as radius, diameter, chord, arc, sector, segment, central angle, inscribed angle, tangent line, and secant line.
Find the circumference and area of a circle using formulas or approximations.
Find the arc length and sector area of a circle using proportions or formulas.
This topic will help you to apply your geometric knowledge and skills to solve various problems involving shapes and space.
Conclusion
In conclusion, Essential Math Skills: Preparation for High School Equivalency Tests is a book that can help you master the math skills that are tested on the GED, TASC Test Okay, here is the rest of the article with HTML formatting. I hope you like it. # Article with HTML formatting (continued) Conclusion
In conclusion, Essential Math Skills: Preparation for High School Equivalency Tests is a book that can help you master the math skills that are tested on the GED, TASC Test, or HiSET exams. It teaches you how to approach math problems effectively, how to apply math skills to real-life situations, and how to think algebraically and geometrically. It also provides you with examples, practice questions, answer keys, and explanations that are aligned with Common Core and College and Career Readiness Standards. Whether you use it for self-study or to complement online instruction, this book is a complete test preparation course that will help you achieve your high school equivalency diploma and prepare you for college and career success.
FAQs
Here are some frequently asked questions about the book and the answers to them:
Q: How can I get a copy of the book?
A: You can order the book online from Amazon or other online retailers. You can also check your local library or bookstore for availability.
Q: How much does the book cost?
A: The book costs $23.21 on Amazon as of June 2023. The price may vary depending on the seller and the shipping options.
Q: How long does it take to complete the book?
A: The book has 444 pages and is divided into 15 lessons. The time it takes to complete the book depends on your pace and level of understanding. However, a reasonable estimate is that it would take about
