Derivative Function Solve for a,b,c Problem
Here's a Mind Teaser for everyone that certainly is teasing me right now..
Let be the function that is given by and that has the following properties:
1. The graph of is symmetric with respect to the y-axis (meaning f(x)=f(-x)?)
2. Lim x→3 f(x)= -∞
a.) Determine the values of a,b, and c.
b.) Write an equation for each vertical and each horizontal asymptote of the graph .
So I determine that must equal 0 because if the graph is symettric about the y-axis, that means (x) must equal (-x). I solved for a, and got a=-a, where a=0.
Then I get lost. Where would I go from there?