Math 263, Section 102 Problems, Solutions, Handouts

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• Course Outline [ html, pdf ]
• Help, Drop in tutorial times [ pdf ], Exam time drop in tutorial times [ pdf ]
• AMS Exam Database

Old exams

• Math 200, April 2004 [ questions ]
• Math 200, December 2003 [ questions ]
• Math 200, April 2003 [ questions ]
• Math 200, December 2002 [ questions ]
• Math 200, April 2002 [ questions ]
• Math 317, April 2001 [ questions ]
• Math 317, December 2001 [ questions ]
• Math 317, April 2002 [ questions ]
• Math 317, April 2003 [ questions ]
• Math 317, April 2004 [ questions ]

Notes

• Tables of derivatives and integrals. Properties of exponentials and logarithms. [ pdf ]
• Three dimensional determininants. [ pdf ]
• Vectors and Geometry in Two and Three Dimensions. [ notes, problem solutions ]
• Quadric Surfaces [ pdf ]
• Shaded images of surfaces in three dimensions.
• Errors in Measurement [ pdf ]
• Directional Derivatives [ pdf ]
• Equality of Mixed Partial Derivatives [ pdf ]
• The Chain Rule [ pdf ]
• Taylor Polynomials in Dimension One [ pdf ]
• Taylor Polynomials in Dimension Two [ pdf ]
• Unconstrained Optimization Notes (including Newton's Method) [ pdf ]
• Kermit Sigmon's MATLAB Primer [ pdf ]
• Vector Identities [ pdf ]
• Parametrizing Circles [ pdf ]
• Flux Integral Example [ pdf ]
• Example of the Use of Stokes' Theorem [ pdf ]
• The Interpretation of Grad, Div and Curl [ pdf ]

Transparencies used in class

• Properties of Vector Operations [ pdf ]
• A Rotating Rigid Body [ pdf ]
• Properties of Derivatives of Vector Valued Functions [ pdf ]
• Directional Derivatives [ pdf ]
• Newton's Method Example [ pdf ]
• The Three Petalled Rose [ pdf ]
• 3d Coordinate Systems [ pdf ]
• Vector Fields [ pdf ]
• Formulae for dS and n dS [ pdf ]
• Vector Identities [ pdf ]
• The Divergence Theorem [ pdf ]
• A Paddle Wheel [ pdf ]

Last update: 12 November 2004 Recheck