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\begin{tabular}{rll}
\multicolumn{3}{c}{\textbf{Math 165: Honors Calculus I \hfill
Course Overview\hfill Fall 1998}}\\
\hline
Aug. 26 & I2 Introduction, set theory & \#1 p.19:4,5,8,9,10, p.21:2,4,5,9,10\\
     27 & I3.2--4 Axioms for real numbers & \\
     28 & I3.6--7 Inductive sets, Integers, Rationals
        & \#2 p.35:1--6,9,12 (Due 9/2)\\
\hline
     31 & I4.1--2 Induction & \#3 p.40:3,4,5,6,8,11 (Due 9/3)\\
Sept. 2 & I4.8 Summation, absolute value, triangle inequality&
          \#4 p.43:1,2\\
      3 & Quiz 1 & \\
      4 & I4.10 Pascal's triangle, binomial theorem & \#5 suppl.\\
\hline
      7 & 1.1--4 Functions, polynomials & \#6 p.56:5,6,8,10,11\\
      9 & 1.8--9 Ordinate sets, partitions \& step functions & \#7 p.63:1--4\\
     10 & Quiz 2 & \\
     11 & 1.10,12 Integrals of step functions & \#8 p.70:1,2,3,4,6a,11\\
\hline
     14 & 1.12--13 Properties of integrals of step functions & \\
     16 & 1.16--17 Upper \& lower integrals, sup \& inf
        & \#9 read I3.8--11 + suppl.\\
     17 & Quiz 3 & \\
     18 & 1.20--21 Monotonic functions and integrability
        & \#10 p.83:1-4,10,16,20,21--23,25\\
\hline
     21 & 1.22--23 Calculation of integrals & \#11 suppl.\\
     23 & 1.24-25 Properties of integrals, polynomials & \\ 
     24 &Quiz 4 & \\
     25 & 1.24-25 Properties of integrals, polynomials & \\ 
\hline
     28 &2.2 Area between curves & \#12 p.94:1--7,11,15,17\\
     30 &2.16 Average value of a function
        & \#13 p.119:1--4,11,18a,19a,20a\\ 
 Oct. 1 &Exam 1 & \\
      2 &Go over Exam, Trig Functions & \\
\hline
      5 &2.5--7 Trig functions & \#14 p.104:1--5,8,9,14,15\\
      7 &2.18 Integral as function & \#15 p.124:1,3,5,7, suppl.\\ 
      8 &Quiz 5 & \\
      9 &3.1--2 Limits & \#16 suppl.\\
\hline
     12 &3.3 One-sided limits  & \\
     14 &3.4 Continuity & \#17 p.138:1--5,8--12,15,20--23,32\\
     15 &Quiz 6 & \\
     16 &3.5 Basic Limit Theorems & \\
\hline
 17--25 &\textbf{Midsemester Break} & \\
\hline
     26 &3.7 Composite functions& \#18 p.142:1--21 (ans. to 20 is 2)\\
     28 &3.9 Bolzano's Theorem & \\
     29 &Quiz 7 & \\
     30 &3.10 Intermediate Value Theorem & \#19 p.145:1--6\\
\hline
Nov.  2 &3.12 Inverse functions & \#20 p.149: 1--5 + suppl.\\
      4 &3.13--14 Properties of inverse functions & \\
      5 &Quiz 8 & \\
      6 &3.16 Boundedness Theorem, Extreme Value Theorem & \#21 suppl.\\
\hline
      9 &3.17--18 Small Span Thm, Integrability of cont. fns.
        & \#22 p.155:1--3,6--8\\
     11 &3.19 Mean Value Theorem, Derivatives & \\
     12 &Quiz 9 & \\
     13 &4.1 Derivatives & \#23, suppl.\\
\hline
     16 &4.1--4 Derivatives &\#24 p.167:3--12,16--23,25--38 \\
     18 &4.5 Power rule, higher derivatives, tangent line  & \\
     19 & Exam 2 & \\
     20 &4.6--10 Tangent line, chain rule & \#25 p.173: 1--5,7,9,14,15\\
\hline
     23 &4.11 Implicit derivatives & \#26 p.179:1--19odd\\
     25 &4.11 Related rates & \#27 p.180:20--24,30--34\\
     26 & Thanksgiving & \\
\hline
     30 &4.13 Extreme values & \#28 p.186:1--10 \\
Dec.  2 &4.14 Mean Value Theorem for Derivatives & \\
      3 &Quiz 10 & \\
      4 &4.17 1st \& 2nd derivative tests & \#29 p.191:1--14\\
\hline
      7 &Convexity &(\#30 p.194:1--19odd)\\
      9 &(Extrema problems) Review, evaluations & \\
\hline
Tue. 15 &Final Exam, 8:00--10:00 & \\
\hline
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