Place values in whole numbers

What you'll learn

• Identify and describe the transformations (vertical/horizontal shifts, stretches/compressions, reflections) of a given function, f(x), based on its transformed equation, g(x), with 80% accuracy on a written assessment.
• Apply function transformation rules to sketch the graph of a transformed function, g(x), given the graph of the original function, f(x), and its transformed equation, with at least 75% accuracy on a graphing assignment.
• Solve for the equation of a transformed function, g(x), given the equation of the original function, f(x), and a detailed description of the transformations applied, demonstrating the correct application of each transformation in a step-by-step solution with 70% accuracy on a problem set.
• Explain the relationship between the parameters in a transformed function equation (e.g., a, b, h, k in g(x) = a*f(b(x-h)) + k) and the resulting geometric transformations of the original function, f(x), in a written explanation of at least 200 words that demonstrates accurate understanding of each parameter and its effect.