Kerala SSLC Maths Exam 2025: Students can download PDFs and view question papers and answer keys. A significant milestone for children taking the board exams is the Kerala SSLC Maths Exam 2025. Their comprehension of important mathematical ideas and problem-solving abilities are evaluated in the test. Students’ understanding of the subject is assessed by a well-structured question paper, which guarantees a balanced combination of theoretical and application-based questions. To evaluate their performance, a lot of students look forward to the question paper and answer key being released.
To assess their answers and calculate their marks, students can now view and download the Kerala SSLC Maths 2025 question papers and answer keys. These resources are useful for preparing for tests and for self-evaluation. Keep checking back for the most recent information as the question papers will be posted here as soon as they become available.
Kerala SSLC Maths Exam 2025: Examine the question paper and the answers
You can find the question papers and answer keys for the Kerala SSLC Maths Exam 2025 here. With the help of these resources, students can assess their performance and examine their exam-taking strategies.
1. O is the circle’s center in the figure. If ∠ACB = 70°,
(a) Locate ∠AOB
(b) Locate ∠ADB
Answer:
Considering ∠ACB = 70°
(a) Determining ∠AOB:
The angle that an arc subtends at its center is double that of any point along its circumference.
Accordingly, ∠AOB = 2 × ∠ACB = 2 × 70° = 140°
∠AOB = 140° is the answer.
(b) Locating ∠ADB:
On the same side of the circle, the angles that the same chord subtends are equal.
Consequently, ∠ADB = ∠ACB = 70°
∠ADB = 70° is the answer.
2. The following arithmetic sequence is given: 3, 8, 13,…
(a) Identify the shared distinction (d)
(b) Determine the sequence’s eleventh word.
Answer:
(a) Identifying the Similarity (d):
The formula for the common difference, d, is d = second term – first term = 8 – 3 = 5.
Common difference (d) = 5 is the response.
(b) Locating the Eleventh Term:
The following is the formula for an arithmetic sequence’s nth term:
An=a+(n−1)d
where:
- The first term, a = 3,
- The common difference is d = 5.
- A11 = 3+(11−1)×5 = 3+10×5 = 3+50 = 53 For n = 11,
The eleventh term equals 53.
- Paper slips with the numbers 1 through 20 written on them are placed in a box. A random slip is selected.
(a) What is the likelihood that the given number is a prime number?
(b) What percentage chance does it have of being a perfect square?
Answer:
(a) Prime Number Probability:
- The following prime numbers range from 1 to 20: 2, 3, 5, 7, 11, 13, 17, and 19.
- Eight prime numbers in total.
P(prime number) = number of favourable results/total outcomes = total numbers = 20
= 8/20 = 2/5
Response: 2/5
(b) Perfect Square Probability:
- Perfect squares from 1 to 20 are 1, 4, 9, and 16.
- Four total perfect squares
P(perfect square)=number of favourable results/total outcomes = 20 Total numbers
= 4/20 = 1/5
Response: 1/5
Kerala SSLC Maths Exam 2025: Written Exam Breakdown (80 Marks)
| Section | Marks Per Question | Number of Questions | Total Marks |
| Section A | 2 marks | 3 questions | 6 marks |
| Section B | 3 marks | 4 questions | 12 marks |
| Section C | 4 marks | 8 questions | 32 marks |
| Section D | 5 marks | 6 questions | 30 marks |
| Total | – | – | 80 marks |
Twenty Internal Marks (CE Marks)
The 20 internal marks are given out according to:
- Participation in class and attendance
- Assignments & Homework
- Project work, unit tests, and real-world applications and presentations
These grades are crucial for raising your final grade. Ensure that you participate fully in class activities and turn in all assignments by the due date.
The Kerala SSLC Maths Exam Passing Scores
Students must receive at least 33% of the possible points—both written and internal—in order to pass the Kerala SSLC Maths Exam.
- 33 is the minimum passing score (out of 100).
- Pupils must do well on internal tests as well as theory exams.
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Crucial Advice: Try Every Question!
- Particularly for the 4- and 5-mark questions, write down the steps even if you’re not positive of the solution.
- Even if the final response is wrong, you can still receive credit for accurate calculations and stages because stepwise marking is used.
- Every week prior to the test, complete a minimum of one model paper and a paper from the prior year!
The most crucial chapters to concentrate on, based on high-weighted subjects and question patterns from prior years, are:
- Long-answer questions often involve quadratic equations (algebra).
- Both conceptual and application-based concerns benefit from an understanding of algebraic arithmetic progressions.
- Triangles in Geometry: An important chapter with problems based on theorems.
- Trigonometric ratios and heights and distances (trigonometry): frequently repeated and high-scoring.
- Frequently found in objective and application-based questions is probability (also known as statistics and probability).
- Surface Areas and Volumes (Mensuration): Commonly asked questions based on direct formulas.
These chapters are likely to be included in the test and receive good scores. Give these top priority while revising, and working through previous years’ papers to have a deeper understanding.
Understanding the chapters is crucial, but it’s also critical to concentrate on the main problems that will probably be asked on the SSLC Maths 2024–25 test. We have created a video that addresses the most crucial queries to assist you with this.
