Karnataka SSLC Mathematics Model Question Paper 2024: Students can find on this page Karnataka SSLC Mathematics model question paper for 2024, 2023, and 2022 exams. The Karnataka Secondary Education Examination Board is all set to conduct Karnataka SSLC Mathematics (Subject code: 81-E) on April 2, 2024 . Since only a few days are left, students are also provided with solved question papers and answer keys for all sets for 2023 and 2022 to ace their preparation game before appearing for the exam. Students can assess their knowledge, identify areas of strength and weakness, and focus on improving their understanding of specific topics. Practicing with model question papers helps students enhance their time management skills and learn to allocate time effectively to different sections of the exam.
Karnataka SSLC Mathematics Model Question Paper 2024
Students can download the Karnataka SSLC Mathematics Model question paper for this year and also the last two years here in the following table.
Year | Model Paper Download Link |
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2024 | |
2023 | |
2022 |
Karnataka SSLC Mathematics Solved Board Question Papers
Here, students can find the previous years' board papers for 2023 and 2022 examinations for each set to go through the repeated questions.
Year & Set | Karnataka SSLC Mathematics Board Paper Download Link |
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2023 Set A | Karnataka SSLC Mathematics Set A Question Paper 2023 with Answer Key |
2023 Set B | Karnataka SSLC Mathematics Set B Question Paper 2023 with Answer Key |
2023 Set C | Karnataka SSLC Mathematics Set C Question Paper 2023 with Answer Key |
2023 Set D | Karnataka SSLC Mathematics Set D Question Paper 2023 with Answer Key |
2022 Set A | Karnataka SSLC Mathematics Set A Question Paper 2022 with Answer Key |
2022 Set C | Karnataka SSLC Mathematics Set C Question Paper 2022 with Answer Key |
Karnataka SSLC Mathematics Important Topics 2024
Based on the weightage, the most important topics for Karnataka SSLC Mathematics 2024 examination are provided below-
Triangles (8 marks)
Pair of Linear Equations in Two Variables (8 marks)
Surface Areas and Volumes (7 marks)
Statistics (6 marks)
Quadratic Equations (6 marks)
Polynomials (6 marks)
Arithmetic Progressions (6 marks)