• Thursday, June 12

    Posted by Chelsea Barry on 6/12/2014
    Today in class we continued reviewing for your final.
     
    HW: Do at least an hour of studying tonight. 
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  • Tuesday, June 10

    Posted by Chelsea Barry on 6/10/2014
    Today in class we started reviewing for your final. 
     
    HW: Work on your review packet for at least 45 minutes.  
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  • Monday, June 9

    Posted by Chelsea Barry on 6/9/2014
    Today in class we modeled real life situations using logistic functions, and considered why logistic models better represent situations where a quantity's growth is limited over time.
     
    HW: Finish problems in your logistic packet. 
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  • Thursday, June 5

    Posted by Chelsea Barry on 6/5/2014
    Today in class you took a quiz on optimization. No HW tonight.
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  • Monday, June 2

    Posted by Chelsea Barry on 6/2/2014
    Today in class you solved application problems by optimizing key quantities.
     
    HW: No formal HW, although you may want to finish the problems on your handout from today. Also remember you have a quiz on Thursday. 
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  • Friday, May 30

    Posted by Chelsea Barry on 5/30/2014
    Today in class we continued working on maximizing the area of a shape under given conditions.
     
    HW: p. 725-726 #1-7, 10ab, 11-15
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  • Thursday, May 29

    Posted by Chelsea Barry on 5/29/2014
    Today in class we solved lots of fun and exciting optimization problems.
     
    HW: Finish optimization problem sheet.
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  • Tuesday, May 27

    Posted by Chelsea Barry on 5/27/2014
    Today in class you maximized the area of a shape under given conditions.
     
    HW: p. 722-724 #1-11 required, 12-16 optional
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  • Thursday, May 22

    Posted by Chelsea Barry on 5/22/2014
    Today you found a solution to the Highway problem and justified it mathematically.
     
    HW: Finish the proof on your handout.
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  • Tuesday, May 20

    Posted by Chelsea Barry on 5/20/2014
    Today in class you investigated the highway optimization problem.
     
    HW: Finish the lab if you didn't in class, and prove Rich's theorem (see handout provided in class). 
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