Across
- 4. The derivative of position; rate of change of position
- 6. by Washers A method for volume involving a hole in the solid
- 7. Between Curves The integral of the top function minus the bottom function over an interval
- 10. Rates A method to find the rate of change of one variable in terms of another
- 13. by Shells A method using cylindrical shells parallel to the axis of rotation
- 14. A function whose derivative is the given function
- 17. A method for finding integrals using a change of variable
- 18. Endpoint The Riemann sum using the left ends of subintervals
- 20. The accumulation of quantities; area under a curve
- 21. Condition A known value used to solve for C in an antiderivative
- 23. Differentiation A method for finding derivatives by taking logarithms of both sides
- 25. The Riemann sum using the midpoint of subintervals
- 26. The derivative of velocity; second derivative of position
- 27. Rule A method to evaluate limits involving indeterminate forms
Down
- 1. Net change in position; ∫ velocity
- 2. Field A graphical representation of a differential equation
- 3. Sum An approximation of area using rectangles
- 4. by Disks A method to find volume using circular cross-sections perpendicular to the axis
- 5. Value The average height of a function over an interval; (1/(b-a)) ∫ f(x) dx
- 8. Theorem The theorem that connects derivatives and integrals
- 9. Equation A differential equation that can be written as f(y)dy = g(x)dx
- 11. Distance The integral of the absolute value of velocity
- 12. Integral The signed area under a curve between two bounds
- 15. Integral The general antiderivative of a function
- 16. The location of a particle at a given time
- 19. Rule An area approximation method using trapezoids instead of rectangles
- 22. Endpoint The Riemann sum using the right ends of subintervals
- 24. Differentiation A method to find dy/dx when y is not isolated