Answer the following questions about the properties of logarithmic functions, y = alogbx , Where b > 1, and a i 0. You may nd it useful to graph the following equations on your calculator to gain insight about the properties of logarithmic graphs: y = logx y = 210gx y = Zlogx y = logx a. What is the domain of all logarithmic functions? (0.5 marks) b. What is the range of all logarithmic functions? (0.5 marks) 0. What is(are) the coordinates of the x-intercept(s) of all logarithmic functions? (0.5 marks) d. What is(are) the coordinates of the y~intercept(s) of all logarithmic functions? (0.5 marks) . Given the graphs of six exponential and logarithmic functions, match each graph with an equation from the list: y = a log 1: Graph y = dx Graph y = I; log 1: Graph_ y = is.\"r Graph_ y = clogx Graph_ y = fl( Graph a, b, c, d, e, and f meet the following criteria: 0 a, b, and c are greater than 1 and a