CALCULUS III MATH 283 Southwestern    Adventist University         Distance Education Lawrence E. Turner, Jr., Ph.D.
course syllabus assignments materials request a test proctor form grade report form MATH 283 home Turner home ADP Home		COURSE SYLLABUS V.     OUTLINE The material will cover chapters 10-14 of the text. Introduction Course requirements Grading Vectors in Space Vectors Cartesian Coordinates Dot Products Cross Products Lines and planes Quadric surfaces Cylindrical and spherical coordinates Vector Functions Space Curves Projectile Motion Arc Length Unit Tangent Vector Curvature TNB Frame Planetary Motion Multivariable Funcdtions Functions Limits Continuity Partial Derivatives Differentials Chain Rule Constrained Variables Directional Derivatives Gradient Vectors Tangent Planes Extreme Values Saddle Points Lagrange Multipliers Taylor's Formula Multiple Integrals Double Integrals Areas Moments and Centers of Mass Polar Coordinates Triple Integrals Masses and moments Cylindrical Coordinates Spherical Coordinates Substitution Vector Fields Line Integrals Vector Fields Work Circulation Flux Path Independence Potential Functions Green's Theorem Surface Integrals Parametrized Surfaces Stoke's Theorem Divergence Theorem
		© 1999, 2000, 2001, 2002, 2003 by Lawrence Turner