Semester 2 Calculus AB

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Across
  1. 2. If the function is increasing this RAM method is an under approximation
  2. 4. A graphical representation of a differential equation
  3. 6. This is always include in general antiderivative
  4. 10. Differentiation A method to find dy/dx when y is not isolated
  5. 12. If the function is increasing this RAM method is an over approximation
  6. 13. Sum An approximation of area using rectangles
  7. 14. Between Curves The integral of the top function minus the bottom function over an interval
  8. 18. A method to find volume using circular cross-sections perpendicular to the axis
  9. 19. Net change in position; ∫ velocity
  10. 20. This type of integral calculus the area under a curve between two bounds
Down
  1. 1. The integral of the absolute value of velocity
  2. 3. This type of integral is general antiderivative of a function
  3. 5. A method for volume involving a hole in the solid
  4. 7. Differentiation A method for finding derivatives by taking logarithms of both sides
  5. 8. A known value used to solve for C in an antiderivative
  6. 9. A differential equation that can be written as f(y)dy = g(x)dx
  7. 11. This is an area approximation method with the formula:
  8. 15. Rates A method to find the rate of change of one variable in terms of another
  9. 16. Rule A method to evaluate limits involving indeterminate forms
  10. 17. The Riemann sum using the middle of subintervals