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PRACTICE PROBLEMS. 1. The Real Number System. PDF 2. Convergence of a Sequence, Monotone Sequences
MTH101N Mathematics I - IIT kanpur Dr.P.Shunmuagaraj - July to December 2004 - Semester I Welcome to the course website MTH101 - Mathematics I - I.I.T. kanpur Mathematics I
Department of Mathematics and Statistics Indian Institute of Technology - Kanpur Problem Set 7 Problems marked (T) are for discussions in Tutorial sessions. 1.Does there exist a linear transformation T: R3!R4 satisfying T(1;1;1) = (1;2;3;0);T(1;2; 1) = (2;1;3;0) and T(1;5; 7) = (0;0;0;1)? Give reasons for your answer.
MTH 201a: PROBABILITY AND STATISTICS General Information Lecture Notes
Department of Mathematics and Statistics Indian Institute of Technology - Kanpur Problem Set 4 Problems marked (T) are for discussions in Tutorial sessions. 1.Determine whether the following sets of vectors are linearly independent or not (a) f(1;0;0);(1;1;0);(1;1;1)gof R3 (b) f(1;0;0;0);(1;1;0;0);(1;2;0;0);(1;1;1;1)gof R4
Department of Mathematics and Statistics Indian Institute of Technology - Kanpur Problem Set 1 Problems marked (T) are for discussions in Tutorial sessions. 1.If Ais an m nmatrix, B is an n pmatrix and D is a p smatrix, then show that A(BD) = (AB)D(Associativity holds). 2.If Ais an m nmatrix, Band Care n pmatrices and Dis a p smatrix, then show ...
Department of Mathematics and Statistics Indian Institute of Technology - Kanpur Problem Set 2 Problems marked (T) are for discussions in Tutorial sessions. 1. (T) Are the matrices 1 2 4 8 ; 0 0 1 2 and 1 0 0 0 row-equivalent? 2.Supply two examples each and explain their geometrical meaning.
Assignments. Linear Algebra Assignments: Assignment-1. Solutions. Assignment-2. Solutions. Assignment-3. Solutions. Assignment-4. Solutions. Assignment-5. Solutions
Instructors (i) Santosha Kumar Pattanayak, Office : FB 502, email : santosha@iitk.ac.in, Phone : 0512-2596402 (ii) Debasis Sen, Office : FB 501, email : debasis@iitk ...
Lecture 1: The Real Number System: PDF: Lecture 2: Convergence of a Sequence, Monotone Sequences: PDF: Lecture 3: Cauchy Criterion, Bolzano - Weierstrass Theorem
