Talked with Trey on Steam, got the best I could. Now I'm onto the next part, whereas I choose a value from the tables and talk about it numerically and geometrically...
Could someone elaborate the differences between numeric and geometric speech in calculus explanations?
Edit: Basically: I have tables of a derivative of the cube root of x - 1. I take a random value from the table, then explain numerically and geometrically what this value means.
I do not understand how you speak numerically and geometrically.
Edit2: What I really need to know is what would you call a single point on a derivative? An average rate of change? A limiting value of an average rate of change?