Question

Show all steps clearly, to receive full marks for your solutions. 10. For each of the following, identify the base function and describe the transformation(s): Fle) = P(x + 1) f(x) = -4(3x)* + 5 (8 marks) 11. 12. Describe the transformations that must be applied to the graph of the base function (3) to obtain the transformed function. Write the transformed equation in simplified form. f(x) = x, y=71-5 (x - 1)) + 1 (10 marks) State the base function that corresponds to the transformed function y = -21-(x + 2) - 4. Then state the parameters and describe the corresponding transformations (6 marks) Create your own table of values and then plot the transformed points to obtain the graph of y = -26-X + 2)) - 4. Then state the domain and range of the graph of the transformed function. (7 marks) 13. Save your answers to the Key Ouestions in the online submission tool You'll

Answer 1

10% ay Garen f(x) = (x+1) va y = Base function is Transformations rx * Va+1) is to 1 unit shifting the left side Væ+1) 3 (2+1) Here 022 1 So, horizontally stretched by factor of 70x) = -4(74) +5. all y = x? of 2 Giren Base function is Transformations :- x² (3x)? Horizontally shrinked by factor of the ii) 3x3 → 4 (2x) Vertically stretched by factor of 4. i) 4(3x)2 -4 (3x) Reflection across 2- axis. -4 (3x)2 → -4(3x)² + 5 Vertically shifted up by 5 units. ivy