Below you see a graph of log[sub]b[/sub](x - h) + k. Use the sliders to adjust the values of b, h, and k. The parent graph with base b is indicated by a gray dotted line. [br]1. Adjust the value of b only. What happens as b gets larger? smaller?[br]2. Adjust the value of h only. What happens as h gets larger? smaller?[br]3. Adjust the value of k only. What happens as h gets larger? smaller?[br]4. The green dashed line is the asymptote of the graph. How does this value relate to h? To the domain?[br]5. Imagine that you are asked to graph log[sub]6[/sub](x+3) - 2. How does this graph compare to that of the graph of log[sub]2[/sub] (x)?