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How to Pass study.com Math 101: College Algebra

Are you eager to dominate the algebra world? look no further than study.com Math 101 : College Algebra course for this mathematical journey. As is already mentioned, this course is aimed at providing the necessary practice in working with linear equations, quadratic equations, logarithms, etc. This is the best place for you if you are in a bid to prepare for college mathematics credit or simply want to enhance your mathematical problem-solving skills but don’t know where to commence.  What sets this course apart from so many other courses is the fact that it is fully online and accessible at any time. Because lessons in the videos are brief and lively, lecturing and learning can be as fast or slow as one wants it to be. Moreover, it has a precise organization meant to ensure you are ready for the proctored final exam: it focuses on teaching fundamental algebra and checking whether you are ready to take the proctored final exam. Thus, by the end of this course, the goal is not only to inform you about algebra better and extend the possibilities of its application in day-to-day life but also to make you more confident in this kind of practice. Well, then let the learning begin, and let algebra be your new buddy! — Study.com Math 101: Course Breakdown📖 It is time for us to go into the details of what is actually offered in this course study.com Math 101: College Algebra class. It covers 12 chapters which deal with the basic algebraic concepts in each chapter. Here’s a sneak peek into what you’ll be learning: Foundations of Linear Equations: In this chapter, the groundwork is laid down with preliminaries including; number classification, elements of a graph, and linear expressions. The course will be on linear equations with topics such as solving linear equations, graphing linear, and understanding different forms of equations. The section on a linear equation should be studied carefully because linear equations are some of the fundamental topics that are covered in algebra and are sure to feature in the test. Matrices and Absolute Value: Matrices and Absolute Value: Here you will begin studying matrices and absolute values. One has to understand the process of finding the determinant of a matrix and solve the problems involving the use of absolute values. Perhaps, these concepts may appear a bit abstract, or … They are rather the foundation of subsequent levels of learning. Factoring with FOIL, Graphing Parabolas, and Solving Quadratics: This chapter ranges from parabolas right through to quadratic equations. You will be able to know the kinds of parabolas available in the world, facts that must be noted concerning the FOIL method of factoring, and facts we need to understand concerning quadratic equations. Another key concept that you are likely to be tested on in the final is quadratics. Complex Numbers, Exponents, and Polynomials: In these chapters, the use of imaginary numbers, rules dealing with exponents, as well as operations on polynomials will be explained. These concepts are important as they shall be used in more complex issues of algebra, so ensure that you master them well. Functions and Rational Expressions: You will get to know how different functions can be transformed or operated upon. Functions and their operations will also be crucial since rational expressions and equations will be frequently used in many algebraic issues. Radical Expressions, Exponentials, and Logarithms: These chapters deal with radical functions, exponential, exponential decay, and logarithmic properties. These topics are essential for solving other forms of equations with higher degrees and might be featured in the exam. Probability Mechanics and Sequences & Series: Last, you’ll look at factorials, binomial theorem, and summation notation. You might wonder what these concepts are all about. Well, these are all about patterns and certain calculations, which are not as hard as they are described to be. This means that you should prepare to be introduced to video lessons, quizzes as well as practice questions within the course. Each hour follows and expands the previous one, so it is necessary to complete the lessons and practice frequently. It is recommended that by this stage, you would’ve had adequate practice in preparation for the proctored end-of-course exam that is set to make sure that you’ve grasped all these concepts. Click here for exam support Week-by-Week Guide to Ace Math 101📝 Here is the detailed week-by-week study plan to prepare for the final exam and understand all the essential mechanics behind it. If you adhere to this plan, then you are assured a shot at your algebra dream! Week 1: Foundations of Linear Equations Focus: Types of Numbers, Parts of a Graph, Linear Equations Day 1-2: Watch the video lessons on types of numbers and parts of a graph. Take detailed notes and try to visualize each concept. Day 3-4: Dive into linear equations. Understand how to solve and graph them. Day 5: Practice the quizzes for these lessons. Weekend: Review your notes and redo the quizzes to solidify your understanding. External Resource: Khan Academy – Linear Equations Week 2: Matrices and Absolute Value Focus: Matrix Properties, Determinants, Absolute Value Day 1-2: Learn about matrices and how to find their determinants. Day 3-4: Study absolute value expressions and equations. Day 5: Complete practice problems and quizzes. Weekend: Summarize what you’ve learned and try additional practice problems. External Resource: PatrickJMT – Finding Determinants Week 3: Inequalities and Quadratics Focus: Graphing Inequalities, Factoring Quadratics Day 1-2: Understand how to solve and graph inequalities. Day 3-4: Dive into factoring quadratics using FOIL and other methods. Day 5: Take quizzes and practice problems. Weekend: Review all materials and ensure you understand key concepts. External Resource: Khan Academy – Factoring Quadratics Week 4: Complex Numbers and Exponents Focus: Imaginary Numbers, Exponent Rules Day 1-2: Study complex numbers and their operations. Day 3-4: Review exponent properties and practice simplifying expressions. Day 5: Complete quizzes and practice problems. Weekend: Recap the week’s lessons and revisit any difficult concepts. External Resource: MathIsPower4U – Complex