Karnataka SSLC Mathematics 2025 Most Expected Questions
Based on the questions that appeared in the last years from all chapters, Karnataka SSLC Mathematics 2025 Most Expected Questions have been provided on the page below.
Karnataka SSLC Mathematics 2025 Most Expected Questions: With the Karnataka SSLC Mathematics 2025 board exam approaching on March 22, 2025, students are eager to know the most expected questions for 2025. With the exam approaching rapidly, our experts have released a list of Karnataka SSLC Mathematics 2025 Most Expected Questions, spotlighting key topics and question types likely to appear based on past trends and the updated syllabus.
Students should focus on textbooks, as most questions in the SSLC exam are derived from textbooks’ concepts. Additionally, solving sample papers and previous years’ question papers will help improve time management and answer accuracy.
Also Read| Karnataka SSLC Mathematics Model Question Paper 2025
Karnataka SSLC Mathematics 2025 Most Expected Questions
Based on the previous year’s trend, from each chapter, the Karnataka SSLC Mathematics 2025 Most Expected Questions are provided in the following table:
Serial Number | Questions |
1. | Find the HCF and LCM of 26 and 91 and prove that HCF * LCM = Product of the numbers a * b. |
2. | Find the zeroes of P(x) = x2 – 7x + 12. |
3. | Solve the given pairs of linear equations by the method of graphical method. |
4. | Find the sum of the first 15 positive integers divisible by 8. |
5. | The seventh term of an arithmetic progression is four times the second term. Also the twelfth term is 2 more than thrice of fourth term. Find the arithmetic progression. |
6. | Find the ratio in which point P (-4, 6) divides the line segment AB joining the points A (-6, 10) & B (3, -8). |
7. | Given right angle triangle with 2 sides and find sin A, sin C. |
8. | Find the area covered by the minute hand of a clock 14 cm long in 5 minutes. |
9. | Solve the Quadratic equation by Factorisation x2 – 7x + 12. |
10. | Find the discriminant and nature of roots 2x2 – 5x – 6. |
11. | Write the formula for the quadrant of the circle. |
12. | In the frequency distribution of data, if Mean is 25 and Median 40, then calculate the value of Mode. |
13. | 5, 8, 11… Find the 30th term of this series. |
14. | Find the values of k, so that they have two equal roots. Kx (x – 2) + 6 = 0 and also find the roots. |
15. | The sum of zeroes is 8 and product of zeros is 4. Find the Quadratic equation. |
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