mathfinal project

5. A point where the second derivative = 0
7. An integral with upper and lower bounds
8. series a series with the form (-1)^n * a_n
10. When a discontinuity “jumps” from one value to another
12. A differentiable function is always _________.
14. A method that uses the tangent line at x and y to approximate y using intervals of x
17. A method for finding the area of a solid rotate about an axis
19. A discontinuity which limits from both sides are the same.
21. The maximum error for a Taylor Polynomial approximating a function
22. Values of a function f(x) where f’(x) changes sign
23. An integral with either bound being an infinite number
24. A test that is very helpful in determining the radius of convergence of a series
25. Usually denoted by <x(t),y(t)>

1. A Riemann sum that uses the right endpoint of an interval to approximate the area under a function
2. The highest value of a function on a given interval.
3. A taylor series centered at x=0
4. A series with the form (1/x)^n
6. A series with the form 1/n^p
9. A series denoted by a_n * (x-c)^n
11. A Riemann sum that uses the average of the endpoints of an interval to approximate the area under a function
13. A Riemann sum that uses the left endpoint of an interval to approximate the area under a function
15. The change of x with respect to t
16. Values of a function f(x) where f’(x) = 0
18. A theorem that states if f(g)=f(h) and is continuous, then there will be x on the interval (g,h) for which f’(x) = 0
20. A series that does not converge to a finite value