3 Review(s)

Algebra, Vector Analysis and Geometry Algebra Unit 1 0.Historical Background....i-xvi 1.Linear Dependence and Independence of Row and Column Matrices and Rank of Matrix....1-58 2.Characteristic Equation of a Matrix, Eigen Values and Eigen Vectors....59-86 Unit 2 3.Cayley-Hamilton Theorem....87-97 4.Application of Matrices to a System of Linear Equation....98-125 Vector Analysis Unit 3 5.Product of Four Vectors and Reciprocal Vectors....126-155 6.Vector Differentiation....156-174 7.Gradient, Divergence and Curl....175-237 Unit 4 8.Vector Integration....238-250 9.Theorem of Gauss, Theorem of Green and Stoke’s Theorem (Without Proof); and Problems Based on them....251-300 10.Application to Geometry....301-356 Geometry Unit 5 11.General Equation of Second Degree and Tracing of Conics....357-407 12.System of Conics....408-432 13.Cone....433-485 14.Cylinder and its Properties....486-504