Age group: 15-24
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This course Includes
120 live tutoring sessions
Access on mobile and web
Certificate of completion
Hands-on Exercises & Practical Projects
Personalized Feedback & Coaching
Session Recordings for Rewatching
**Module 1: Introduction to Algebra 2** - Understand the fundamental concepts of algebraic expressions, equations, and inequalities. - Learn to solve linear equations and inequalities using various methods. - Familiarise with the properties of real numbers and their applications in algebra. **Module 2: Quadratic Equations and Functions** - Master the techniques for solving quadratic equations by factoring, completing the square, and using the quadratic formula. - Understand the properties and graphs of quadratic functions. - Explore the applications of quadratic equations in real-world scenarios. **Module 3: Polynomial Functions** - Learn about polynomial functions, their characteristics, and their behaviour. - Study polynomial long division, synthetic division, and the remainder theorem. - Explore the connection between roots, factors, and graphs of polynomial functions. **Module 4: Rational Functions** - Understand the properties and graphs of rational functions. - Learn to simplify, multiply, divide, add, and subtract rational expressions. - Explore applications of rational functions in solving real-world problems. **Module 5: Exponential and Logarithmic Functions** - Master the properties and graphs of exponential and logarithmic functions. - Learn to solve exponential and logarithmic equations. - Explore applications of exponential and logarithmic functions in growth, decay, and modelling. **Module 6: Trigonometric Functions** - Understand the definitions and properties of trigonometric functions. - Learn to evaluate trigonometric functions for special angles and general angles. - Explore the unit circle and its role in trigonometry. **Module 7: Trigonometric Identities and Equations** - Master fundamental trigonometric identities and their proofs. - Learn to solve trigonometric equations using algebraic and graphical methods. - Explore applications of trigonometric identities in problem-solving. **Module 8: Trigonometric Functions of Angles** - Understand the concepts of angle measure, reference angles, and radian measure. - Learn to convert between degrees and radians and use radian measures in trigonometric calculations. - Explore the relationships between trigonometric functions of angles. **Module 9: Trigonometric Applications** - Apply trigonometric functions to solve problems involving right triangles. - Explore applications of trigonometry in geometry, physics, and engineering. - Solve real-world problems using trigonometric models and formulas. **Module 10: Graphs of Trigonometric Functions** - Understand the graphs of trigonometric functions and their transformations. - Learn to sketch and analyze the graphs of sine, cosine, tangent, secant, cosecant, and cotangent functions. - Explore the periodic nature and symmetry properties of trigonometric graphs. **Module 11: Trigonometric Equations and Identities** - Master techniques for solving trigonometric equations algebraically and graphically. - Learn to prove and apply trigonometric identities in problem-solving. - Explore applications of trigonometric equations and identities in science and engineering. **Module 12: Vectors and Matrices** - Understand the concepts of vectors and matrices and their representations in algebra. - Learn to perform basic operations on vectors and matrices, including addition, subtraction, scalar multiplication, and matrix multiplication. - Explore applications of vectors and matrices in geometry, physics, and computer science.
Basic understanding of algebraic concepts, including solving equations and inequalities, working with functions, and graphing.
Familiarity with geometric shapes, angles, and properties.
Ability to perform basic arithmetic operations, including addition, subtraction, multiplication, and division.
Solve a range of algebraic expressions, equations, and inequalities: Develop proficiency in manipulating and solving linear and quadratic equations, polynomial functions, and rational expressions.
Understand and apply the properties of exponential, logarithmic, and trigonometric functions: Master the techniques for solving and graphing these functions and applying them to real-world scenarios.
Analyze and interpret trigonometric functions and their graphs: Gain skills in evaluating, graphing, and transforming trigonometric functions, and use these skills to solve practical problems.
Use vectors and matrices for problem-solving: Perform basic operations on vectors and matrices and apply these concepts in fields such as geometry, physics, and computer science.
Apply mathematical concepts to real-world problems: Utilize algebraic, trigonometric, and matrix concepts to solve practical problems in various disciplines, including engineering, finance, and physics.
Algebraic Expressions and Equations: Students will be able to solve linear equations and inequalities using various methods, apply properties of real numbers, and effectively manipulate algebraic expressions.
Quadratic Equations and Functions: Students will master techniques for solving quadratic equations, understand the properties and graphs of quadratic functions, and apply quadratic equations to real-world problems.
Polynomial Functions: Students will learn about polynomial functions, perform polynomial long and synthetic division, and understand the relationship between roots, factors, and graph behavior.
Rational Functions: Students will understand the properties and graphs of rational functions, perform operations on rational expressions, and apply rational functions to solve real-world problems.
Exponential and Logarithmic Functions: Students will master the properties and graphs of exponential and logarithmic functions, solve related equations, and apply these functions to scenarios involving growth, decay, and modeling.
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How will the course help with real-world applications?
Understanding algebra and trigonometry provides essential skills for solving practical problems in fields like engineering, physics, and computer science, as well as in various everyday scenarios.
Are there any interactive components in the course?
Yes, the course includes interactive exercises, problem-solving activities, and real-life applications to enhance learning and engagement
Is this course suitable for preparing for standardized tests?
Yes, the course is designed to build a strong foundation in algebra and trigonometry, which can be beneficial for standardized tests that include these topics.
Do I need a graphing calculator for this course?
While a graphing calculator can be helpful, it is not mandatory. Many concepts can be understood with basic calculators and graphing tools provided in the course.
What topics are covered in the Algebra 2 Trigonometry course?
The course covers advanced algebraic concepts, including polynomial functions, rational expressions, and systems of equations, as well as trigonometric functions, identities, equations, and applications.
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