Across
- 4. Comes from the second derivative.
- 8. This test is used to find an interval of convergence.
- 11. Found by taking the derivative and finding out where it is zero or undefined
- 12. The integral of an area formula.
- 13. Area under the curve.
- 15. The original is this when the first derivative is negative.
- 16. Means max and mins.
- 17. This series converges if p > 1
- 19. Rate of change or slope of the tangent line.
- 20. This series converges when the terms alternate and decrease in absolute value to zero.
Down
- 1. For this test, the series must be positive, decreasing, and continuous.
- 2. This is found by taking the derivative of velocity.
- 3. The rule used in a limit problem when the top equals zero and the bottom equals zero.
- 5. The letter “m” in logistic equations represents this.
- 6. The original is this when the first derivative is positive.
- 7. The method used to approximate an original value given a derivative and an initial condition without integrating to get the original equation.
- 9. This series is a Taylor series centered at x=0.
- 10. This must include x,y, and slope.
- 14. This series converges when l r l < 1
- 18. The absolute value of velocity.
