Across
- 4. This must be used to find a tangent line
- 5. Calculus is a(n) ___ part of any students education
- 7. That weird mathematician that no one really iknows how to pronounce his name, but who always seems to show up everywhere
- 8. Equations with separate functions for the x and y coordinates of a particle
- 11. Shorthand for 3 across
- 12. This theorem is about average numbers
- 14. That thing we had to memorize with the pis and the angles
Down
- 1. What a function must be if you can take the derivative at every point
- 2. f'(x)*g(x) + f(x)*g'(x)
- 3. "As x approaches..."
- 6. You may use your right hand for this sum, perhaps
- 9. Not degrees but ___
- 10. Opposite of convergence
- 12. Taylor but only at x=0
- 13. Use this rule to find the limit when something = 0/0 or ∞/∞