AP Calculus Chapter 7 (Disk and Shell Method)

Card Set Information

Author:
winterburger
ID:
142385
Filename:
AP Calculus Chapter 7 (Disk and Shell Method)
Updated:
2012-03-19 17:00:59
Tags:
AP Calculus Chapter Disk Method Shell
Folders:

Description:
Flashcards for chapter 7
Show Answers:

Home > Flashcards > Print Preview

The flashcards below were created by user winterburger on FreezingBlue Flashcards. What would you like to do?


  1. Find the functions

    f(x)= x + 1; g(x)= (x - 1)2
  2. area of the shaded region
    (x+1)-(x-1)2 dx
  3. volume of region rotated around the x axis
    π(x+1)2 -(x-1)2dx
  4. volume of the region rotated around the y axis
    x[(x+1)-(x-1)2]dx
  5. Volume of the region rotated around the line y=8
    π[8-(x-1)2]2-[8-(x+1)]2dx
  6. volume of the region rotated around y=-4
    π[(x+1)+4]2-[(x-1)2+4)2dx
  7. Volume of the region rotated around x=-3
    (x+3)[(x+1)-(x-1)2]dx
  8. volume of the region rotated around x=11
    (11-x)[(x+1)-(x-1)2]dx
  9. volume of the cross section of the region formed by semi-circles
    (π/8)[(x+1)-(x-1)2]2dx
  10. Volume of cross section of the region formed by equilarteral triangles
  11. Volume of cross section of the region formed by right isosceles tringles where the leg is the base
  12. volume of cross section of the region formed by right isosceles triangles where the hypotenuse is the base
  13. volume of cross section of the region formed by squares
  14. Find the functions in terms of y
    • f(y)= y2
    • g(y)= y+2
  15. area of the shaded region
  16. volume of region rotated around the x axis
  17. volume of the region rotated around the y axis
  18. volume of the region rotated around the line y=8
  19. volume of the region rotated around y=-4
  20. volume of the region rotated around x=-3
  21. volume of the region rotated around x=11
  22. volume of cross section of the region formed by semi-circles
  23. volume of cross section of the region formed by equilateral triangles
  24. volume of cross section of the region formed by right isosceles triangles where the leg is the base
  25. volume of cross section of the region formed by right isosceles triangles where the hypotenuse is the base
  26. volume of cross section of the region formed by squares

What would you like to do?

Home > Flashcards > Print Preview