Question 1: Graph these problems 1 y=sin3x-2 2. y=tan(x/2+1() RA). I want you to do everything by hand. Start by neatly making a table of values over one period like I did in the videos. Then use graph paper to graph the points from your table. Make sure that your graph is numbered correctly both the x-axis and y-axis. That all of the x- values and y-values from your table appear on your graph paper. Extend the graph so that it includes two periods of the trig function. After this you are ready to start recording. Take at MOST 2.5 minutes to explain what you did. Take care to explain with detail the initial step, how did you decide which x-values to plug in? These are the first five values on your table and they need the most explanation, make sure that I can tell that you understand how you got any fractions. You don't have to explain how you got every y-value, but pick only one x-value (the hardest one) and explain in detail how you got the y-value (pay attention to explaining how you added, subtracted, divided or multiplied any fractions). be sure to use your Unit Circle as you CANNOT USE a Calculator. Next show me your graph and again make sure that the five points on your table appear on your graph clearly 3.y= -(5)/(12)+cos(3x-It/2) write down the amplitude, any phase shift (include direction), any vertical shift (include direction), and give the value of "b" the number you would divide the period of the parent function to get the period of this function, as well as the period. Explain in detail how you got any value that included anything to do with fractions Amplitude: Any phase shift: Any vertical shift: the value of "b": period Question 4) Determine the equation of the graph: -n /2 TT / 2 3TT / 2 2 TT Write down the equation. Once you start recording. Take at most 1.5 minutes and defend your answer. Make sure that YOU ARE NOT READING FROM A SCRIPT. Explain this to me again as if we were in person talking. How do did you determine the equation of the graph? Determining the equation of a trigonometric function from a graph