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Ready to finally understand functions and transformations without confusion? This video gives you the clearest breakdown of parent functions, shifts, reflections, stretches, compressions, composition, and inverse functions — all explained with intuitive visuals and simple rules you can apply instantly. In this lesson, you’ll learn: • The 8 essential parent functions: linear, quadratic, cubic, square root, reciprocal, absolute value, exponential, and logarithmic • How vertical and horizontal shifts move graphs around • The logic behind reflections across the x-axis and y-axis • How stretches & compressions change a graph’s shape • The full transformation formula: y = a·f(b(x – h)) + k • How to use function composition like a function machine • The most common mistake students make with domains in composition • The 4-step method to find any inverse function • How exponential and logarithmic functions act like reflections of each other 00:07 - Learn to master functions and transformations for better understanding of graphs. 02:34 - Understanding parent functions and their characteristics. 04:33 - Understanding domains and ranges of functions: linear and quadratic. 06:30 - Introduction to quadratic and cubic functions. 08:20 - Understanding square roots and reciprocals in functions. 10:19 - Understanding absolute value and exponential functions in mathematics. 12:20 - Understanding the relationship between exponential and logarithmic functions. 14:16 - Understanding transformations of functions and their vertical shifts. 16:30 - Understanding vertical and horizontal transformations in functions. 18:15 - Transforming functions involves shifting and altering their positions on the graph. 20:00 - Understanding function transformations through shifting and scaling techniques. 21:46 - Understanding the importance of approximation in mathematical functions. I want your opinion: Which transformation do you want me to make a full practice video on—shifts, reflections, stretches/compressions, or inverses? Tell me in the comments so I can build the next tutorial based on what helps you most. More math mastery videos are coming—make sure to subscribe so you don’t miss them.