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{\bf Math 225: Calculus III \hfill Fall 1992}
\centerline{\bf Syllabus}
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Aug. 26 &11.2 Cartesian Coordinates \& Vectors\cr
     28 &11.3 Dot Product\cr
\week
     31 &11.3 Dot Product {\sl Quiz Week}\cr
Sep.  2 &11.4 Cross Product\cr
      4 &11.5 Lines\cr
\week
      7 &11.5 Planes {\sl Quiz Week}\cr
      9 &12.1 Vector Functions\cr
     11 &12.1 Derivatives \& Integrals of Vector Functions\cr
\week
     14 &12.2 Projectile Motion {\sl Quiz Week}\cr
     16	&12.3 Length\cr
     18 &12.4 Tangents \& Normals\cr
\week
     21 &12.4 Tangents \& Normals\cr
     23 &{\sl Review}\cr
     24 &{\bf Exam I}\cr
     25 &13.1 Fns. of 2 or More Variables\cr
\week
     28 &13.2 Limits \& Continuity {\sl Quiz Week}\cr	
     30 &13.3 Partial Derivatives\cr	
Oct.  2 &13.4 Chain Rule\cr
\week
      5 &13.5 Directional Derivatives \& Gradients {\sl Quiz Week}\cr	
      7 &13.6 Tangent Planes \& Normal Lines\cr
      9 &13.8 Maxima, Minima \& Saddle Points\cr
\week
     12 &13.8 Maxima, Minima \& Saddle Points {\sl Quiz Week}\cr	
     14 &13.9 Lagrange Multipliers\cr
     16 &13.9 Lagrange Multipliers\cr	
\week
 17--25 &{\bf Midsemester Break}\cr
\week
     26 &14.1 Double Integrals\cr
     28 &{\sl Review}\cr	
     29 &{\bf Exam II}\cr
     30 &14.2 Areas, Moments, Centers\cr	
\week
Nov.  2 &14.3 Double Integrals in Polar Form {\sl Quiz Week}\cr	
      4 &14.4 Triple Integrals\cr
      6 &14.5 Mass \& Moments in 3D\cr
\week
      9 &14.6 Triple Integrals in Cylindrical Coordinates {\sl Quiz Week}\cr	
     11 &14.6 Triple Integrals in Spherical Coordinates\cr
     13 &14.7 Substitutions in Multiple Integrals\cr	
\week
     16 &14.* More Examples {\sl Quiz Week}\cr	
     18 &15.1 Vector Fields\cr
     20 &15.2 Line Integrals\cr
\week
     23 &15.2 Line Integrals\cr
     25 &15.3 Green's Theorem\cr
     27 &{\bf Thanksgiving Break}\cr
\week
     30 &15.4 Surface Integrals ({\sl Review})\cr
Dec.  1 &{\bf Exam III}\cr	
      2 &15.4 Surface Integrals\cr
      4 &15.4 Flux Integrals (+ Stokes')\cr	
\week
      7 &15.5 Stokes' Theorem {\sl Quiz Week}\cr
      9 &15.6 Divergence Theorem\cr	
     11 &{\sl Review}\cr
\week
Mon. 14 &{\bf Final Exam}\cr
\week
}	


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