CBSE 2024 Mathematics Basic Question Paper for Class 10
CBSE
Mathematics2024CBSE Class 10 Mathematics Basic 2024, code 430/5/1: 38 questions for 80 marks in 3 hours, with case studies. Questions only.
Official question paper published by CBSE.
About this paper
This is the CBSE Class 10 Mathematics (Basic) board paper from 2024, Q.P. code 430/5/1 (Series C5ABD/5, Set 1). It carries 80 marks over three hours, plus 15 minutes to read, and has 38 compulsory questions in five sections. Section A is twenty one-mark items, eighteen multiple-choice and two assertion-reason. Sections B, C and D are very short, short and long answers of 2, 3 and 5 marks. Section E has three case studies of 4 marks each. There is no overall choice. Calculators are not allowed, and π is 22/7 where it is not given. This copy has questions only.
- Exam
- CBSE Class 10
- Subject
- Mathematics
- Year
- 2024
- Paper code
- 430/5/1
- Maximum marks
- 80
- Time allowed
- 3 hours
- Questions
- 38
- Pages
- 23
- Answers included
- No, questions only
Paper pattern
Section A
20 marksQuestions 1–18 are multiple-choice and questions 19–20 are assertion-reason, 1 mark each
Section B
10 marksQuestions 21–25, very short answers, 2 marks each; internal choice in two
Section C
18 marksQuestions 26–31, short answers, 3 marks each; internal choice in two
Section D
20 marksQuestions 32–35, long answers, 5 marks each; internal choice in two
Section E
12 marksQuestions 36–38, case studies, 4 marks each, with an internal choice in the 2-mark part
Topics covered
- Real numbers
- Quadratic equations
- Pair of linear equations
- Statistics
- Areas related to circles
Questions from this paper
- For the numbers 40 and 30, HCF × LCM is 12, 120, 1200 or 40.
- The roots of x² + 3x − 10 = 0 are 5 and 2, −5 and 2, 5 and −2, or −5 and −2.
- The pair 2kx + 5y = 7 and 6x + 5y = 11 has a unique solution for a given condition on k.
- If the mean and mode of a frequency distribution are 28 and 16, the median is 22, 23.5, 24 or 24.5.
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