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Professional Self­Evaluation
To: Jeffrey L. Hollman, Principal Baldwin SHS
From: A. Jorge Garca, Teacher of Calculus and Comp Sci
Date: 9/4/2000
Re: Self­Evaluation
My   Primary   goal   was   to   help   students   effectively   and   fluently
communicate mathematical reasoning.   I believe that I have attained this
goal as shown below.
A student learns a topic best when required to teach it to another
person.     We   incorporated   several   cooperative   activities   (group   review
sessions, team tests, study buddies) and extended tasks (take home exams,
board work) in order to reinforce this experience.  As a result, my Calculus
BC class learned to communicate fluently in mathematics as a language.
They instructed each other in the cooperative activities and explained their
results to me via extended tasks. We emphasized the importance of  making
mathematical arguments graphically, numerically, analytically and verbally.
We also tried to learn to use a Computer Algebra System (CAS) to
write   mathematical   reports.     It   was   very   difficult   to   include   lab   time,
however.  With the demands of the AP Calculus BC curriculum, we were only
able to do lab work one or two periods a month.  What little we did was very
beneficial.  If we could have had an additional lab period every other day as
in science classes, we would have been able to exploit the full potential of
Mathematica,   our   CAS,   as   an   educational   tool   to   explore   many   more
applications of The Calculus.  In addition, we were unable to start the self­
paced notebooks downloaded from the University of Chicago.
h:profeval.mem.doc

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2000b Prof Eval Memo

  • 1. Professional Self­Evaluation To: Jeffrey L. Hollman, Principal Baldwin SHS From: A. Jorge Garca, Teacher of Calculus and Comp Sci Date: 9/4/2000 Re: Self­Evaluation My   Primary   goal   was   to   help   students   effectively   and   fluently communicate mathematical reasoning.   I believe that I have attained this goal as shown below. A student learns a topic best when required to teach it to another person.     We   incorporated   several   cooperative   activities   (group   review sessions, team tests, study buddies) and extended tasks (take home exams, board work) in order to reinforce this experience.  As a result, my Calculus BC class learned to communicate fluently in mathematics as a language. They instructed each other in the cooperative activities and explained their results to me via extended tasks. We emphasized the importance of  making mathematical arguments graphically, numerically, analytically and verbally. We also tried to learn to use a Computer Algebra System (CAS) to write   mathematical   reports.     It   was   very   difficult   to   include   lab   time, however.  With the demands of the AP Calculus BC curriculum, we were only able to do lab work one or two periods a month.  What little we did was very beneficial.  If we could have had an additional lab period every other day as in science classes, we would have been able to exploit the full potential of Mathematica,   our   CAS,   as   an   educational   tool   to   explore   many   more applications of The Calculus.  In addition, we were unable to start the self­ paced notebooks downloaded from the University of Chicago. h:profeval.mem.doc