I need help with questions 1 to 3, please explain and solve each question using proper math language and take your time in explaining my work and showing me the steps please. Also make sure to

• Provide full solutions, showing all of your steps.
• Make sure that there is one step or idea per line.
• Use one equal sign per line.
• Make sure that equal signs line up vertically.
• Don't use self-developed short form notations.
• Make sure all graphs are titled with labeled axes.

1. Answer the following for each of the given relations. (4 marks each) 3. R1 :See image R1 b.R2:y2=w3 ( C.R3' ' d. R. E {(363), (3, 1), (o, 0), (1, 1), (1. 2), (3. 0)} 0 Determine the domain and range using set notation. o Determine the inverse relation. o Is the relation 3 function? Justify your answer fully. o Is the inverse relation a function? Justify your answer fully. 2. A set of transformations is applied to f (x) in each case to produce 9 (:3). Determine the value of each transformational parameters, and describe the transformations using the language presented in the course content. (5 marks each) a. Figure 1 b. Figure 2 Figure 'I Figure 2 3. The graph of f (as) is provided. Neatly and precisely graph the image of f(:1:) after it has gone through the follow transformations: (show a graph for each step) a. y 2 2f (59) 5 (4 marks) b. y = % (%(m + 1)) + 3 (6marks)