Mathematics-I (AC) 2024
Mathematics-I exam (MS 101) from BUTEX affiliated colleges' 2024 Level-1 Term-I finals. Questions cover Euler's and Maclaurin's theorems, Gamma and Beta functions, matrix consistency with orthogonal checks, Cramer's rule, and solid geometry.
Mathematics-I (AC) 2023
Mathematics-I question paper (MS 101) from BUTEX affiliated colleges' 2023 Level-1 Term-I finals. Covers Taylor and Maclaurin expansions, Euler's theorem, Gamma-Beta relations, Gauss elimination, Cramer's rule, and consistency testing by rank method.
Mathematics-I (AC) 2022
2022 Level-1 Term-I Mathematics-I exam (MS 101) from BUTEX affiliated colleges. Questions span Wallis's formula, matrix reduction to normal form, inverse computation, Gauss elimination, and three-dimensional coordinate geometry with plane loci problems.
Mathematics-I (AC) 2021
Mathematics-I paper (MS 101) from BUTEX affiliated colleges' 2021 Level-1 Term-I finals. Includes domain and range determination, continuity and differentiability testing, Gauss elimination solutions, homogeneous functions, and matrix rank and inverse problems.
Mathematics-I (AC) 2020
Mathematics-I exam (MS 101/AS 101) from the 2020 Level-1 Term-I finals at BUTEX affiliated colleges. Questions cover Laplace method proofs, matrix solutions, Euler's theorem, Taylor expansions, and direction cosine relations between lines.
Mathematics-I (AC) 2019
Two Mathematics-I papers (AS 101) from BUTEX affiliated colleges' 2019 Level-1 Term-I finals, worth 105 marks. Questions include matrix inversion, Cauchy's inequalities, De Moivre's theorem, maxima and curvature problems, and mean value theorem proofs.
Mathematics-I (AC) 2018
Mathematics-I question paper (MS 101) from BUTEX affiliated colleges' 2018 Level-1 Term-I finals. Covers inverse and rank of matrices, Cauchy's inequalities, hyperbolic functions, Gregory's series, Rolle's and Lagrange's theorems, and cube diagonal angles.
Mathematics-I (AC) 2017
2017 Level-1 Term-I Mathematics-I exam (MS 101) from BUTEX affiliated colleges. Questions address function domains, Lagrange's mean value theorem, Rolle's theorem verification, Beta-Gamma functions with reduction formulas, Wallis's formula, and Cramer's rule solutions.