Tuesday, May 4, 2010
May 4, 2010
Today’s topics:
- Triple integration over a rectangular box
- Triple integration over general regions
- Volumes of hyperspheres
Homework:
- Finish the handout from class
- 16.6 – 3, 9, 13, 14, 15, 19, 20
For next class:
- Bring questions to class—review for final exam
14 Comments
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I really did not understand the lab at first but it turned out to be pretty cool.
HW was a bit tricky. I am having some trouble switching the integrals from Type I to Type II
I really like problems that use triple integrals to find a volume or double integrals to find an area. Even though it’s actually more work, I like how the problem condenses to the “standard” volume or area integral problem after the first integral is evaluated.
I really like the multiple integral problems. I thought the first part of the lab was really interesting, but I am confused by #5 on the lab handout. I’m not exactly sure what the problem is getting at.
I was also confused about number 5 on the lab, but the rest of the work was easy.
I was confused by #5 d of the lab.
What are sections of the book should we know for the exam?
homework wasn’t too bad, worst part was setting up the integrals and making sure they are over the right domain
The lab question is really interesting and I am not sure of the answers.
Howework wasn’t bad. Just hard to set up the integral and make sure it is over the right domain.
HW was a bit time consuming but generally fun.
Fubini’s Theorem is really awesome. HW is fine.
making sure the integral is over the right domain is pretty tricky for me at times, once you have that its not too bad though
Triple integral is really crazy~~