Chapter 11......................................................................................................
 
 11.7   Vector Functions and Space Curves         
 11.9   Notion in Space
 
Chapter 12......................................................................................................
 
 12.1   Functions of Several Variables
 12.2   Limits and Continuity
 12.3   Partial Derivatives
 12.4   Tangent Planes and Differentials  
 12.5   The Chain Rule
 12.7   Direction Derivatives, and the Gradient Vector 
 12.8   Maximum and Minimum Values
 12.9   Lagrange Multipliers
 
Chapter 13 ........................................................................................................
 
 13.1   Double Integrals over Rectangles  
 13.2   Iterated Integrals
 13.3   Double Integrals over General Regions  
 13.7   Triple Integrals
 13.8   Triple Integrals in Cylindrical and Spherical Coordinates
 13.9   Change of Variables in Multiple Integrals
 
Chapter 14 .........................................................................................................
 
 14.2   Vector Fields                          
 14.2   Line Integrals
 14.3   The Fundamental Theorem for Line Integrals     
 14.4   Green's Theorem in the Plane

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