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{\bf M 362K 60165 Fall '06}\ \ \ T Th 11-12:30 RLM 6.116
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{\bf Instructor:}  C. Friedman \ \ RLM 11.140 \ \ 471-5161\ \  office hrs: T Th 2:30-3:30 or by appt.
 
Web Page (homework assignments are listed): www.ma.utexas.edu/\~\ friedman
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{\bf Text and Syllabus:} {\it Introductory Probability and Statistical Applications },

 2nd ed. Meyer, Addison Wesley
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(This will be published by the University Co-op; the original text is
out of print.)
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Syllabus: Parts of Chapters I-XIV.(  Exactly which
sections will be covered, depends on how quickly we progress, etc.)
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{\bf Prerequisites:} M408C,D or M808A,B including {\it infinite series,
partial derivatives,

 double integrals.}
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{\bf Exams:} We will have exams on  10/3 (class 10; Tues.),
11/7 (class 20; Tues.), 

12/5 (Class 27; Tues.)  No ``Final exam" (subject to Dept. approval.). 

* Exam grades will be scaled (if the unscaled average is $\leq 75$) to
some value in the 

$75$ to $80$ range.

{\bf **  Makeups will be given very reluctantly.}
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{\bf Homework:} Homework problems will be assigned each Tuesday in class and 
will be due the next Tuesday.
 A serious effort should be made on these
exercises. It will probably be difficult to completely learn the
course material without working problems; also exam questions may bear
some resemblance to homework exercises. Additionally, {\it all homework 
together
will be counted as a grade equivalent to one exam grade.}

 
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{\bf Final Grades:} In computing a final grade, I will
count the three tests (the Final is one of them) and one total homework grade 
equally. 
(So there
will be {\bf four} grades to average.)  
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