4. Is it ever possible to talte the log of a negative number {ex log;-2 - ] WI'W or whyr not? 5. Use DESMOS to graph :9 = logbxand add a slider for b. a. Describe the graph. What is its domain and range? What is its end behavior? b. What happens for different values of b? What happens as It gets larger? What happens when it is between D and 1? What happens when I: is negative? 6. Dbsenie the graph of j! = log I (More: Htl cr hose is not specileo', we owe the has: B In]. First, malte a prediction about what the following graphs might look like. Then use BEN! [15 to check your predictions. lnclude a screenshot or sketch or each of the following graphs a. y: Slog: by = log 31' c.3r = log]:1 d4? = log: + log: + log