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UPSC Mains Mathematics Optional Exam 2023 has been conducted on 24 September 2023 in two shifts. Mathematics Paper 1 will be held in the first shift from 9:00 to 12:00 PM, and Mathematics Paper 2 will be held in the second shift from 2:00 to 5:00 PM. You can Download the UPSC Mains Mathematics Question Paper 2023 PDF here. Mathematics is one of the optional subjects for the UPSC Mains Examination.
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UPSC Mathematics Optional Exam Overview 2023
Candidates for the UPSC should carefully consider their optional subject selection because it is worth 500 points, or about 25% of the combined points for the written exam and personality test, and affects their merit scores significantly. One of the elective courses for the UPSC Exam 2023 is Mathematics. Two of the nine papers in the UPSC Mains Exam, GS VI and GS VII, are the optional subjects that candidates choose. Check the overview of the in the table below:
Particulars | Details |
Exam Name | UPSC Civil Services Exam |
Optional Papers in UPSC Mains Exam | 2 Papers · Optional Paper I · Optional Paper II |
Optional Weightage | 25% of the total marks of the Written Exam and Personality Test |
Total Optional Subjects in the UPSC CSE Exam | 48 Subjects |
Mathematics Optional | Mathematics Optional Paper-I Mathematics Optional Paper-II |
Total Marks in Optional | 500 Marks (250 marks each) |
UPSC Mains Mathematics Optional Question Paper Trend Analysis
Some subjects receive higher scores than others. The IAS top scorers have 320+ in technical and non-technical courses; nevertheless, if we look at the bigger picture. Because candidates are unable to put in the necessary effort or because they choose an optional subject that is not best for them, some subjects are seen as having low scores. You can achieve good scores in technical areas since the solutions are unambiguous (such as mathematics). The examiner’s biases or inclinations don’t matter as much for sciences as they do for humanities topics. The overall Mains score will increase if non-technical subjects are well-studied because they provide more preparation time and reading material, especially if they overlap some of the GS syllabus.
UPSC Mains 2023 Mathematics Optional Paper 1 Trend Analysis Video
UPSC Mains 2023 Mathematics Optional Paper 2 Trend Analysis Video
Check Out :- UPSC Mains Hindi Literature Optional Question Paper
UPSC Mains Mathematics Optional Question Paper 2023 PDF
To practice the questions given, it is crucial to print a copy of the UPSC Mathematics Question Paper and solve it. The PDF of the UPSC Mathematics Question Paper 2023 is available for download by candidates at the link below
UPSC Mathematics Optional Question Paper PDF | |
UPSC Mathematics Question Papers I | Download PDF |
UPSC Mathematics Question Papers II | Download PDF |
UPSC Mathematics Optional Previous Year Question Papers
The UPSC Mains Exam preparation process must include answering UPSC Mathematics previous year exam questions. These papers can assist students in becoming familiar with the format and degree of difficulty of the actual test as well as the kinds of questions that are asked. The table below contains a PDF download link for the last 5 years’ worth of UPSC Mathematics question papers
UPSC Mains Mathematics Optional Previous Year Question Papers | |
Year of Paper | UPSC Mathematics Optional Question Papers PDF Link |
2022 | UPSC Mathematics optional question paper 1 |
UPSC Mathematics optional question paper 2 | |
2021
|
UPSC Mathematics optional question paper 1 |
UPSC Mathematics optional question paper 2 | |
2020 | UPSC Mathematics optional question paper 1 |
UPSC Mathematics optional question paper 2 | |
2019 | UPSC Mathematics optional question paper 1 |
UPSC Mathematics optional question paper 2 | |
2018 | UPSC Mathematics optional question paper 1 |
UPSC Mathematics optional question paper 2 |
Check Out :- UPSC Mains History Optional Question Paper
UPSC Mains Mathematics Optional Subjects Syllabus:
- Linear Algebra
- Calculus
- Analytic Geometry
- Ordinary Differential Equations
- Dynamics and Statics
- Vector Analysis
- Algebra
- Real Analysis
- Complex Analysis
- Linear Programming
- Partial Differential Equations
- Numerical Analysis and Computer Programming
- Mechanics and Fluid Dynamics