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#1
May 29th, 2014, 10:29 AM
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Can you provide me the WBUT CSE Semester II Mathematics Exam Previous Year's Question Papers??? I am uploading a pdf file having the WBUT CSE Semester II Mathematics Exam Previous Year's Question Paper, Paper pattern: • Mathematics is a part of the second semester curriculum of the Computer Science and Engineering • The entire paper is of 100 marks, in which 70 marks are carried by a 3 hours written exam and rest 30 marks are for internal assessment. • There are three groups in the questions paper. • The first group has multiple option type questions, 10 in all. • Group B has short answer type questions, • The last group or Group C has long answer questions. There are 4 or 5 or sometimes even 6 questions in this group WBUT CSE Semester II Mathematics Exam Previous Year's Question Papers        Address West Bengal University Of Technology Sector 1, Salt Lake City, BF 142, BF Block, Kolkata, West Bengal 700064, India +91 33 2321 0731 Last edited by Aakashd; June 25th, 2019 at 03:32 PM.  |
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#2
October 13th, 2015, 04:19 PM
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| Re: WBUT CSE Semester II Mathematics Exam Papers
Hello sir would you please provide me West Bengal University of Technology CSE Semester II Mathematics Exam Papers?
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#3
October 13th, 2015, 04:24 PM
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| Re: WBUT CSE Semester II Mathematics Exam Papers
As you want CSE Semester II Mathematics Exam Papers of West Bengal University of Technology so here I am providing you the same…. The set of vectors { ( 2, 1, 1 ), ( 1, 2, 2 ), ( 1, 1, 1 ) } in R 3 is a) linearly dependent b) linearly independent c) basis of R 3 d) None of this The solution of a system of n linear equations with n unknowns is unique if and only if a) det A = 0 b) det A > 0 c) det A < 0 d) det A π 0, Which of the following is not true ( the notations have their usual meanings ) ? a) Δ = E – 1 b) Δ. = Δ – c) Δ = Δ + d) = 1 – E – 1 Determine the conditions under which the system of equations x + y + z = 1 x + 2y – z = b 5x + 7y + az = b 2 admits of i) only one solution ii) no solution iii) many solutions. a) Prove that P T A P is a symmetric or a skew-symmetric matrix according as A is symmetric or skew-symmetric.    For more detailed paper here I am attaching pdf file which is free for download….
__________________ Answered By StudyChaCha Member |
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