Module 17 Assignment Complete the following assignment and submit your work to the Dropbox. Each question is 5 marks each. In this activity we have graphed the function y = sin(x). For this assignment, you will explore the changes that occur in the curve when we make simple changes to the function. For each of the different parts below, create sketches and a description of the crucial properties of the periodic graphs including: . Period . Amplitude . Maximum . Minimum . Axis of the Curve Zeros Finally, in a few sentences, based on your findings describe how these changes in the function affect the properties of the curve. Part Sketch a graph where the values of sin are multiplied by 2 (that is y = 2 sin(x)) and then sketch a graph where the values of sin A: are divided by 2 (that is y = 1/2 sin(x)). Part Sketch a graph where the values of sin are have 1 added to them (that is y = sin(x) + 1) and then sketch a graph where the B: values of sin have 1 subtracted from them (that is y = sin(x) - 1). For your sketches, you can scan hand-made sketches, online tools such as Desmos or you may use a simple drawing program on your computer. Download Print