[center][/center][center][/center]We can use one cartesian coordinate system in graphing one or more logarithmic functions to generate relationships among them.[br]
a) Use the following values, a=3, c=1, k=0, d=0. Observe the behavior of the graph.[br][br]b) Change the values into a=3, c=-1, k=0, d=0. Observe the behavior of the graph.[br][br]c) Change the values into a=3, c=1, k=1, d=0. Observe the behavior of the graph. Take down notes[br][br][br]d) Change the values into a=3, c=-1, k=1, d=0. Observe the behavior of the graph. Take down notes
1. What is the relationship of the graph of the instruction a and b?
The graphs are reflection of each other.
2. What is the relationship of the graph of instruction c and d?
The graphs are reflection of each other.
3. At which point that the graph of a and b intersects?
4. Why does the graph of c and d did not touch the y-axis of the coordinate plane?