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Thursday, April 29, 2010

April 29, 2010

Quote of the day: “A mathematician is a device for turning coffee into theorems.” Attributed to Alfréd Rényi, and oft-repeated by Paul Erdős

Today’s topics:

  • Double integrals over non-rectangular regions
  • Using double integrals to compute area
  • Triple integration over a rectangular box

Homework:

  • 16.3 – 3, 7, 8, 15, 20, 39, 40, 46, 47
  • 16.6 – 1, 2

Read for next class:

  • 16.6
11 Comments leave one →
  1. Junxing Lan permalink
    May 3, 2010 4:50 pm

    I am just wondering if the final would be accumulative.

  2. Kyle Hoffmann permalink
    May 3, 2010 6:49 pm

    Once the triple integral is set up, they’re not too bad

  3. Abra Fein permalink
    May 3, 2010 10:51 pm

    It is easy to get a little mixed up while setting up the integrals, but once that is done the problems are not too difficult to complete.

  4. Melissa Osborn permalink
    May 3, 2010 11:57 pm

    Once the integrals are were set up I didn’t hav any problems. But figuring them out off the bat was difficult.

  5. Miguel Rodriguez permalink
    May 4, 2010 12:34 am

    Straightforward… Hwk wasn’t bad at all.

  6. Travis Ramsey permalink
    May 4, 2010 2:16 am

    Homework wasn’t too problematic.

  7. Gina Norato permalink
    May 4, 2010 3:11 am

    I made a mistake on one of the integrals in number 2, but since each integral yields the same number, I was able to catch and fix my error. No other problems with the homework.

  8. Corwyn Gordon permalink
    May 4, 2010 3:15 am

    I still find it interesting that the integrals in any order will yield the same result.

  9. Erica Hartz permalink
    May 4, 2010 5:11 am

    The homework was straightforward, albeit sometimes time-consuming.

  10. Andrew Ford permalink
    May 4, 2010 12:50 pm

    If we have an extra day I noticed the book had 2nd order linear differentiation. We touch on this in econometrics and in differential but it might not hurt to be introduced to it.

  11. Tony Wang permalink
    May 6, 2010 3:20 am

    Fine for Homework.

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