Applications of Differentiation

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Across
  1. 6. A point when the graph has a horizontal tangent
  2. 7. The surface area (A) increases at a rate
  3. 11. A turning point when the graph is from increasing, vertex, decreasing
  4. 12. Second derivative > 0
  5. 13. The water is running out from a container at a constant rate implying the rate of change is ___
  6. 14. The rate of change of the radius (r)
  7. 17. The rate of change is increasing implying the second derivative is ___
  8. 18. dy/dx is to find the slope of ___
  9. 20. dy/dx > 0 implying y is ___
Down
  1. 1. Rate of change of the displacement
  2. 2. The largest value in the domain
  3. 3. The rate of change is ___ when second derivative < 0
  4. 4. Slope of tangent is decreasing
  5. 5. A turning point when the graph is concave upwards
  6. 8. Second derivative test is to judge the ___ of the graph
  7. 9. The smallest value in the domain
  8. 10. Rate of change of velocity
  9. 15. When second derivative = 0, it is not ___ in judging whether a maximum or minimum point
  10. 16. Air is pumping into a balloon at a rate of XX cm^3 / s
  11. 19. A maximum value and a minimum value are collectively known as ___ values