This shows the graph of the function [b][i]f(x) = a b[sup]x[/sup][/i][/b]. Adjust the sliders to change the values of [b][i]a[/i][/b] and [i][b]b[/b][/i]. [br]1. What happens as [b][i]a[/i][/b] gets larger? As [b][i]a[/i][/b] gets smaller?[br][br]2. What happens when [b][i]b[/i][/b]>1? [br]What can you say about the behavior of the graph of exponential growth functions as [b][i]x[/i][/b] tends towards negative infinity? , positive infinity?[br][br]3. What happens when[i][b] 0 < b < 1[/b][/i]?  [br]What can you say about the behavior of the graph of exponential growth functions as [b][i]x[/i][/b] tends towards negative infinity? , positive infinity?[br][br]4. Which factor has a larger influence on the shape of the graph?