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bsc maths 1st semester question paper 2025 in english | differential calculus & integral calculus bsc 1st year model paper 2025

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Maths BSc 1st Semester Question Paper 2025 in English | BSc 1st Year Maths ( Differential Calculas & Integral Calculas ) Paper 2025

Here you can download BSc 1st Sem Maths Previous Year Question Paper 2025 Pdf Download BSc 1st Semester Maths Model Paper Solved 2025 Pdf B.Sc 1st Year (Semester-I) Exam Paper 2025

Read More : BSc Maths 1st Year Question Paper 2025 in Hindi

Paper Code-B030101T

B.Sc. 1st Year (Semester-I) EXAMINATION, 2024-25

NEP

MATHEMATICS

(Differential Calculus & Integral Calculus)

Time: Two Hours] [Maximum Marks: 75

Note- This paper consists of three Section A, B and C. Carefully read the instructions of each Section in solving the question paper. Candidates have to write their answers in the given answer-copy only. No separate answer-copy (B Copy) will be provided. The candidates are required to answer only in serial order. If there are many parts of a question, then answer in continuation.

Section-A

(Short Answer Type Questions)

Note- Attempt any Four questions. Each question is of 6.25 marks.

1. (A) Test the convergence of the following series:

bsc maths 1st semester question paper 2025 in english

(F) Write the statement of Lagrange’s Mean- value Theorem.

bsc maths 1st semester question paper 2025 in english

BSc 1st Sem Maths Previous Year Question Paper 2025 Pdf Download

Section-B

(Long Answer Type Questions)

Note- Attempt any Two questions in which One question from Part-A and the other from Part-B is compulsory. Each question carries 12.5 marks.

(Part-A)

bsc maths 1st semester question paper 2025 in english

bsc maths 1st semester question paper 2025 in english

Section-C

(Long Answer Type Questions)

Note- Attempt any Two questions in which One question from Part-A and the other from Part-B is compulsory. Each question carries 12.5 marks.

6. (i) Find the equation of the tangent and the normal to the curve y = 5×2-2x+3 at (1,6).

bsc maths 1st semester question paper 2025 in english

(Part-B)

(i) Find the radius of curvature to the cycloid x = a (0+ sin 0) y = a (1-cos 0) At the point 0.

bsc maths 1st semester question paper 2025 in english

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