Cheung, C.K.  <br/><br/>
Multivariable calculus with maple V / 
C.K. Cheung and John Harer 
 - New York:  John Wesley and sons,   1994. 
 - xiv, 366 + various pagings :  ill. :  28 cm. 
<br/><br/>Contents: Introduction to maple -- Plotting functions of variable -- Coordinates in 3-space, dot products and vector products -- Parametric lines and planes -- Parametric lines and planes -- Parametric curves -- Finding parametrizations -- Functions of two variables -- Level curves and contour lines -- Functions of three variables and level surfaces -- Parametric surface -- Cylindrical corrdinates -- Spherical coordinates -- Partial derivatives and the chain rule -- Gradients, directional derivates and vector fields -- Tangent planes -- Maxima, minimums and saddle points -- The Method of lagrange multipliers -- Double integrals -- Applications of double integrals -- Double integrals in polar coordinates -- Triple integrals in rectangular coordinates -- Triple integrals in cylindrical coordinates -- Triple integrals in spherical coordinates -- Type 1 and 2 line integrals -- Conservative vector fields -- Green's theorem -- Surface integrals -- Stokes' theorem and the divergence theorem. 
<br/><br/><label>ISBN: </label>0471598356 
<br/><br/><label>Subjects--Topical Terms: </label><br/>Calculus -- Problems, exercises, <br/>Algebra -- Computer-assisted instruction
<br/><br/><label>LC Class. No.: </label>QA303.2.C41