Across
- 4. Graphical representation of a differential equation.
- 6. Where the concavity of a function changes.
- 7. Integral without bounds; includes a constant of integration.
- 8. – The derivative at a point; rate of change.
- 9. When the graph of a function opens upward.
- 11. The area under a curve; the antiderivative of a function.
- 15. The value a function approaches as the input approaches a value.
- 17. Used to evaluate limits of indeterminate forms.
- 19. Used to differentiate products of two functions.
- 20. Expression involving a function’s derivative and a small change in input
- 22. A technique for finding integrals by substitution.
- 23. A line that a graph approaches but never touches.
- 25. A rule for computing the derivative of a composite function.
- 26. A numerical method for solving differential equations.
- 28. Where the derivative is zero or undefined.
- 29. Guarantees a point where the instantaneous rate equals the average rate.
- 30. The derivative of velocity; the second derivative of position.
Down
- 1. Describes location as a function of time.
- 2. A function is continuous if it has no breaks, holes, or jumps.
- 3. When the graph of a function opens downward.
- 5. Integral with upper and lower bounds, representing area.
- 10. A line that just touches a curve at a point and has the same slope.
- 12. A function whose derivative is the given function.
- 13. A line perpendicular to the tangent line at a point.
- 14. Used to differentiate quotients of two functions.
- 16. A method to approximate area under a curve using trapezoids.
- 18. An approximation of an integral using finite sums.
- 21. The derivative of position with respect to time.
- 24. The rate at which a function is changing at any point.
- 27. A function has a derivative at every point in its domain.