Find the domain and range of the graph of each function. y=log2(x-3). WE were told that the answer would involve inf. -inf or zero Only logarithms of positive numbers are defined. Therefore log2(x-3) is only defined when x-3 is positive, or x - 3 > 0 x > 3 So the domain is (3, ¥) Plot the graph by y = log2(x-3) getting some points, say (4,0), (5,1), (7,2), (11,3) (3.25, -2)The vertical line (drawn in green below) has equation x = 3 and it is an asymptote: So the range (the set of possible y-values) contains all real values and is thus (-¥, ¥) Edwin