Become an Algebra Master from Udemy

) and an additional 16 workbooks with extra practice problems, to help you test your understanding along the way. Become an Algebra Master is organized into the following sections:

Operations and equations
Polynomials and factoring
Functions and graphing
Inequalities
Systems of equations
Exponents and radicals
Ratios and proportions
Factoring and rational functions
Advanced equations
Systems of equations
Graphing
Manipulating functions
Exponential and logarithmic functions

AND HERE' We start from the beginning... I explain the problem setup and why I set it up that way, the steps I take and why I take them, how to work through the yucky, fuzzy middle parts, and how to simplify the answer when you get it.

Notes: The notes section of each lesson is where you find the most important things to remember. It’s like Cliff Notes for books, but for math. Everything you need to know to pass your class and nothing you don’t.

Quizzes: When you think you’ve got a good grasp on a topic within a course, you can test your knowledge by taking one of the quizzes. If you pass, great. If not, you can review the videos and notes again or ask for help in the Q&A section.

Workbooks: Want even more practice? When you've finished the section, you can review everything you've learned by working through the bonus workbook. The workbooks include tons of extra practice problems, so they're a great way to solidify what you just learned in that section.

HERE' You are a fantastic tutor. A" - Omid N.

“At the peak of my mathematical skill level I reached only into the very early stages of learning Trigonometry. Fast forward to now (my early 30's) and by experience alone, realize the infinite possibilities of being a master in mathematics. I chose Ms. King's Algebra course as a review to move past my previous level and must say that I not only ENJOY the course she offers but am getting more from it learning wise than I could have imagined. I wish to complete all of her classes and am extremely confident that her teaching style can get me there. Other than mere reference of other resources, I plan to stay on track with all of Ms. King's courses exclusively. Thank you for a great learning experience. ” - Dean F.

“Great. I love how she teaches. ” - Fred B.

“The instructor is very clear, both in ideas and in speech. She moves quickly enough to keep your attention, but not so that you get lost.” - Janet M.

“I have been enrolled in several Udemy courses but this course is the best. It's my first time posting a review because I am really happy with how Krista King teaches mathematics. One of the best courses on Udemy.” - Salahuddin S.

“This course is awesome. She explains everything perfectly. And if you want you can complete a test after every video to make sure you understand everything. I strongly recommend it.” - Rafael N.

“The sessions are well planned. Exercises are done at the right times to help consolidate what you have learned during the sessions. Definitely the best math course I have taken. The instructor has done an awesome job with this one.” - Eduardo C.

“The instructor's delivery is clear and engaging. The pacing is effective and the quizzes serve to reinforce the knowledge as I learn it.” - Jeremiah P.

YOU'

I can't wait for you to get started on mastering algebra.

- Krista :)

What's inside

Learning objectives

Operations, including order of operations (pemdas) and like-terms
Fractions, exponents, and radicals, including advanced operations with all three
Equations and systems of equations, including inverse operations, direct and inverse variation, and distance/rate/time problems
Graphing, including parallel and perpendicular lines, and parabolas

Polynomials and factoring, including the quadratic formula and completing the square
Functions, including domain and range, and sums and products of functions
Inequalities, including trichotomy and graphing inequalities and conjunctions on a number line
Exponential and logarithmic functions, including laws of logs, change of base, and graphing

Operations, including order of operations (pemdas) and like-terms
Fractions, exponents, and radicals, including advanced operations with all three
Equations and systems of equations, including inverse operations, direct and inverse variation, and distance/rate/time problems
Graphing, including parallel and perpendicular lines, and parabolas
Polynomials and factoring, including the quadratic formula and completing the square
Functions, including domain and range, and sums and products of functions
Inequalities, including trichotomy and graphing inequalities and conjunctions on a number line
Exponential and logarithmic functions, including laws of logs, change of base, and graphing

Syllabus

Getting started

What we'll learn in Algebra 1

How to get the most out of this course

Download the Algebra 1 formula sheet

The EVERYTHING download

Build up your foundation of basic algebraic operations, in preparation for the rest of the course.

Introduction to operations

RESOURCE: Quiz solutions for this section

Variables

Identifying multiplication

Identifying multiplication algebra video example.

Associative Property

Associative property algebra video example.

Commutative Property

Commutative property algebra video example.

Transitive Property

Transitive property algebra video example.

Understood 1

The concept of the "understood 1" algebra video example.

Adding and subtracting like terms

Addition and subtraction of like-terms algebra video example.

Multiplying and dividing like terms

Multiplication and division of like-terms algebra video example.

Distributive Property

Distributive property algebra video example.

Distributive Property with fractions

Distributive property with fractions algebra video example.

PEMDAS and order of operations

Symbols of inclusion algebra video example.

BONUS! Extra practice problems. :)

Introduce yourself to the most basic kinds of equations, and learn the rules required to manipulate and solve these equations.

Introduction to equations

Evaluating expressions

Evaluating expressions algebra video example.

Inverse operations

Inverse operations for solving equations algebra video example.

Simple equations

Solving simple equations algebra video example.

Balancing equations

Keeping equations balanced algebra video example.

Equations with subscripts

Simple equations and subscripts algebra video example.

Word problems into equations

Turning word problems into equations algebra video example.

Consecutive integers

Consecutive integers algebra video example.

Algebra 1 - Polynomials

Introduction to polynomials

Adding and subtracting polynomials

Addition of polynomials algebra video example.

Multiplying polynomials

Multiplication of polynomials algebra video example.

Dividing polynomials

Division of polynomials algebra video example.

Multiplying multivariable polynomials

Multiplication of multivariable polynomials algebra video example.

Dividing multivariable polynomials

Division of multivariable polynomials algebra video example.

Algebra 1 - Factoring

Introduction to factoring

Greatest common factor

Finding the greatest common factor in a polynomial algebra video example.

Quadratic polynomials

Factoring quadratic equations algebra video example.

Difference of squares

Factoring the difference of two squares algebra video example.

Zero Theorem

Zero theorem algebra video example.

Good to know

Know what's good

, what to watch for

, and possible dealbreakers

Covers core math skills that are essential for success in many higher education and college preparatory programs

Develops skills and knowledge that are core for math beginners

Employs a comprehensive approach that includes a wide range of topics essential for Algebra mastery

Provides clear and concise explanations regarding the course material

Provides opportunities for extra practice with bonus workbooks

Taught by a highly experienced and recognized tutor in the field

Reviews summary

Algebra mastery course

This course, 'Become an Algebra Master', is highly recommended for learners seeking to enhance their algebra skills. Taught by Krista King, the course provides a comprehensive overview of foundational algebra concepts and builds a strong base for further mathematical pursuits. With detailed explanations, ample practice problems, and clear video instruction, learners will find the course engaging and enriching. Krista King excels as an instructor, guiding learners through complex mathematical concepts with patience and simplicity. Her ability to break down problems into manageable steps makes algebra accessible to learners of all levels. Additionally, the course is well-structured, with logical progression and a balanced mix of theory and practical application. Quizzes and homework assignments reinforce the concepts covered in each section, allowing learners to track their progress and identify areas for improvement. Overall, 'Become an Algebra Master' empowers learners with a solid understanding of algebra and prepares them for success in higher-level mathematics or STEM fields. The course stands out for its clear instruction, engaging delivery, and comprehensive coverage of algebraic principles. It is a valuable resource for anyone seeking to master algebra and unlock their mathematical potential.

learners say Krista King's teaching is engaging, simple, and patient, making algebra accessible and enjoyable to learn.

"Her ability to break down problems into manageable steps makes algebra accessible to learners of all levels."

The course is well-structured, with a logical progression and a balanced mix of theory and practical application.

"The course is well-structured, with logical progression and a balanced mix of theory and practical application."

Quizzes and homework assignments reinforce the concepts covered in each section, allowing learners to track their progress and identify areas for improvement.

"Quizzes and homework assignments reinforce the concepts covered in each section, allowing learners to track their progress and identify areas for improvement."

'Become an Algebra Master' empowers learners with a solid understanding of algebra and prepares them for success in higher-level mathematics or STEM fields.

"'Become an Algebra Master' empowers learners with a solid understanding of algebra and prepares them for success in higher-level mathematics or STEM fields."

The course stands out for its clear instruction, engaging delivery, and comprehensive coverage of algebraic principles.

"The course stands out for its clear instruction, engaging delivery, and comprehensive coverage of algebraic principles."

Activities

Be better prepared before your course. Deepen your understanding during and after it. Supplement your coursework and achieve mastery of the topics covered in Become an Algebra Master with these activities:

Read a book on algebra fundamentals

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Provides a comprehensive overview of the basic concepts of algebra.

View Algebra II: 1001 Practice Problems For Dummies... on Amazon

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Read through the book at a steady pace.
Take notes and highlight important concepts.
Complete the practice problems at the end of each chapter.

Organize course notes and assignments

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Improves organization and makes it easier to find and review important information.

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Gather all course materials, including notes, assignments, quizzes, and exams.
Sort the materials into logical categories.
Create a system for storing and organizing the materials.

Practice math operations problems

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Increases fluency with math operations and build a strong foundation for more advanced topics.

Browse courses on Order of Operations

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Review the order of operations (PEMDAS).
Practice solving simple math problems involving fractions, exponents, and radicals.
Work through practice problems that combine multiple operations.

Four other activities

Expand to see all activities and additional details

Show all seven activities

Watch video tutorials on specific math concepts

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Provides additional support and clarification beyond the course materials.

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Identify specific math concepts that you need extra help with.
Search for video tutorials on those concepts.
Watch the tutorials and take notes.

Join a study group or form one with classmates

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Provides opportunities for collaboration, discussion, and peer learning.

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Find classmates who are interested in forming a study group.
Set regular meeting times and locations.
Work together on practice problems and assignments.

Create a concept map or diagram to visualize algebra concepts

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Enhances understanding by creating visual representations of abstract concepts.

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Identify the key concepts in the algebra topic.
Create a visual representation of the relationships between the concepts.
Use the concept map or diagram to study and review the material.

Develop a lesson plan on a specific algebra topic

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Enhances understanding of the topic by requiring you to break it down into smaller, teachable components.

Browse courses on Teaching

Show steps

Choose an algebra topic that you are comfortable with.
Research the topic to gather information and examples.
Outline the lesson plan, including objectives, activities, and assessments.
Create a presentation or document that outlines the lesson plan.

Career center

Learners who complete Become an Algebra Master will develop knowledge and skills that may be useful to these careers:

Algebra Teacher

An Algebra Teacher teaches algebra to high school students. This course may be useful for Algebra Teachers because it provides a comprehensive review of algebra concepts. The course covers topics such as operations, equations, graphing, and polynomials, which are all essential for teaching algebra.

See salaries and explore the career path for Algebra Teacher

Mathematician

A Mathematician develops and applies mathematical theories and methods to solve problems in various fields. This course may be useful for Mathematicians because it provides a strong foundation in algebra. The course covers topics such as operations, equations, graphing, and polynomials, which are all essential for mathematical research.

See salaries and explore the career path for Mathematician

Statistician

A Statistician collects, analyzes, and interprets data to draw conclusions about a population. This course "Become an Algebra Master" may be useful for those who wish to become a Statistician as it provides a strong foundation in algebra. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to the research done by a Statistician.

See salaries and explore the career path for Statistician

Actuary

An Actuary uses mathematical and statistical methods to assess risk. This course may be useful for Actuaries because it provides a foundation in algebra, which is essential for understanding and applying actuarial models. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to actuarial science.

See salaries and explore the career path for Actuary

Quantitative Analyst

A Quantitative Analyst uses mathematical and statistical methods to analyze financial data. This course may be useful for Quantitative Analysts because it provides a foundation in algebra, which is essential for understanding and applying financial models. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to quantitative analysis.

See salaries and explore the career path for Quantitative Analyst

Economist

An Economist studies the production, distribution, and consumption of goods and services. The "Become an Algebra Master" course may be useful for those who want to become economists. This course provides a foundation in algebra which is essential for understanding economic models. The course covers topics like operations, equations, graphing, and polynomials, all of which are highly relevant in the field of economics.

See salaries and explore the career path for Economist

Financial Analyst

A Financial Analyst uses financial data to make investment recommendations. This course may be useful for Financial Analysts because it provides a foundation in algebra, which is essential for understanding and applying financial models. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to financial analysis.

See salaries and explore the career path for Financial Analyst

Market Researcher

A Market Researcher conducts research to understand consumer trends. This course "Become an Algebra Master" may be useful for those who aspire to be Market Researchers. This course provides a solid understanding of algebra, encompassing operations, equations, graphing, and polynomials. These concepts are crucial for analyzing market data and making informed decisions in the market research domain.

See salaries and explore the career path for Market Researcher

Auditor

An Auditor examines financial records to ensure accuracy and compliance. This course may be useful for Auditors because it provides a foundation in algebra, which is essential for understanding and applying auditing principles. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to auditing.

See salaries and explore the career path for Auditor

Accountant

An Accountant prepares and examines financial records. This course may be useful for Accountants because it provides a foundation in algebra, which is essential for understanding and applying accounting principles. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to accounting.

See salaries and explore the career path for Accountant

Operations Research Analyst

An Operations Research Analyst uses mathematical and analytical methods to solve business problems. This course may be useful for Operations Research Analysts because it provides a foundation in algebra, which is essential for understanding and applying mathematical models. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to operations research.

See salaries and explore the career path for Operations Research Analyst

Business Analyst

A Business Analyst analyzes business processes to identify areas for improvement. This course may be useful for Business Analysts because it provides a foundation in algebra, which is essential for understanding and applying business analysis techniques. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to business analysis.

See salaries and explore the career path for Business Analyst

Computer Scientist

A Computer Scientist researches and develops new computing technologies. This course may be useful for Computer Scientists because it provides a foundation in algebra, which is essential for understanding and applying computer science concepts. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to computer science.

See salaries and explore the career path for Computer Scientist

Software Engineer

A Software Engineer designs, develops, and maintains software applications. This course may be useful for Software Engineers because it provides a foundation in algebra, which is essential for understanding and applying computer science concepts. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to software engineering.

See salaries and explore the career path for Software Engineer

Data Analyst

A Data Analyst collects, cleans, and interprets data to identify trends and patterns. This course may be useful for Data Analysts as it provides a foundation in algebra, which is essential for understanding and manipulating data. The course covers topics such as operations, equations, graphing, and polynomials, which are all relevant to data analysis.

See salaries and explore the career path for Data Analyst