ICSE Class 10 Mathematics Question Paper 2024 with Solutions

ICSE
Maths2024Download the official ICSE Class 10 Mathematics Question Paper 2024 with step-by-step solutions prepared by subject matter experts. Practicing previous years' ICSE Class X board papers helps students master GST, banking, quadratic equations, matrices, coordinate geometry, trigonometry, circles, and statistics to score top marks in board examinations. Access the free PDF download above with complete answer keys.
About this paper
This is the ICSE Class 10 Mathematics paper for the 2024 board examination, code T24 511. It is marked out of 80, with two and a half hours to write the answers after 15 minutes for reading. Section A, worth 40 marks, is compulsory: Question 1 has fifteen one-mark multiple-choice items, and Questions 2 and 3 are longer questions on mensuration, progressions, trigonometry, circles and graphs. Section B is another 40 marks, and candidates answer any four of Questions 4 to 10. The school supplies mathematical tables and graph paper, and all working has to be shown. This copy is the question paper only, without solutions.
- Exam
- ICSE Class 10
- Subject
- Maths
- Year
- 2024
- Paper code
- T24 511
- Maximum marks
- 80
- Time allowed
- 2½ hours + 15 min reading
- Questions
- 10
- Pages
- 12
- Answers included
- No, questions only
Paper pattern
Section A
40 marksQuestions 1–3, all compulsory. Question 1 has 15 one-mark multiple-choice items; Questions 2 and 3 are structured questions
Section B
40 marksQuestions 4–10; attempt any four
Topics covered
- GST
- Polynomials
- Quadratic equations
- Banking and recurring deposits
- Arithmetic and geometric progressions
- Shares and dividends
- Statistics, mean and ogives
- Coordinate geometry
- Circles and tangents
- Similarity of triangles
- Mensuration
- Heights and distances
Questions from this paper
- What must be subtracted from the polynomial x³ + x² − 2x + 1 so that the result is exactly divisible by (x − 3)?
- The median of 27, 31, 46, 52, x, x + 4, 71, 79, 85, 90, arranged in ascending order, is 64. Find x.
- Suresh deposits ₹2000 per month in a recurring deposit account at 8% per annum. If the interest at maturity is ₹1040, find the time in years for which the account was held.
- Solve 2x² − 10x + 5 = 0, giving the roots correct to three significant figures.
- The angles of elevation of the top of a 100 m tree from two points A and B on opposite sides of the tree are 52° and 45°. Find the distance AB to the nearest metre.
- Mr Gupta invested ₹33000 in ₹100 shares at a 10% premium. The company declares a 12% dividend. Find the number of shares he bought and his annual dividend.
What's next
Class 10 done next year?
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