Number Theory, Complex Variables and 2-D 2023 – BSc Computer Science Part 1
Paper code: 13503 1503 B.Sc. (Computer Science) (Part 1) Examination, 2023 Paper No. 1.3 NUMBER THEORY, COMPLEX VARIABLES AND 2-D
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1st Year
Computer Fundamentals 2023 – BSc Computer Science Part 1
Paper code: 13504 1504 B.Sc. (Computer Science) (Part 1) Examination, 2023 Paper No. 2.1 COMPUTER FUNDAMENTALS Time: Three Hours] [Maximum
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Digital Logic And Computer Design 2023 – BSc Computer Science Part 1
Paper Code: 13505 1505 B.Sc. (Computer Science) (Part 1) Examination, 2023 Paper No. 2.2 DIGITAL LOGIC AND COMPUTER DESIGN Time:
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Basic Programming Concept Using C 2023 – BSc Computer Science Part 1
Paper Code: 13506 1506 B.Sc. (Computer Science) (Part 1) Examination, 2023 Paper No. 2.3 BASIC PROGRAMMING CONCEPTS USING C Time:
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Basic Electronics 2023 – BSc Computer Science Part 1
Paper Code: 13507 1507 B.Sc. (Computer Science) (Part 1) Examination, 2023 Paper No. 3.1 BASIC ELECTRONICS Time: Three Hours] [Maximum
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Computer Architecture 2023 – BSc Computer Science Part 1
Paper code: 13509 1509 B.Sc. (Computer Science) (Part 1) Examination, 2023 Paper No. 3.3 COMPUTER ARCHITECTURE Time: Three Hours] [Maximum
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Computer and Peripheral Devices 2023 – BSc Computer Science Part 1
Paper Code: 13508 1508 B.Sc. (Computer Science) (Part 1) Examination, 2023 Paper No. 3.2 COMPUTER AND PERIPHERAL DEVICES Time: Three
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Differential Calculus and Differential Equations 2023 – BSc Computer Science Part 1
paper.html Paper code: 13502 1502 B.Sc. (Computer Science) (Part 1) Examination, 2023 Paper No. 1.2 Differential Calculus and Differential Equations
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Number Theory, Complex Variables and 2-D 2019 – BSc Computer Science Part 1
Paper code: 135031503B.Sc. (Computer Science) (Part 1)Examination, 2019Paper No. 1.3NUMBER THEORY, COMPLEX VARIABLES AND 2-D Time: Three Hours] [Maximum Marks:
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Differential Calculus and Differential Equation 2019 – BSc Computer Science Part 1
Paper code: 135021502B.Sc. (Computer Science) (Part 1)Examination, 2019Paper No. 1.2DIFFERENTIAL CALCULUS AND DIFFERENTIAL EQUATION Time: Three Hours] [Maximum Marks: 50
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