CBSE Class 10 Mathematics Standard sample paper 2024-25: question 9
From the official CBSE sample question paper for 2024-25, section A, question 9, for 1 mark. Try it first; the hints and our step-by-step solution are below.
Q9 · 1 mark · MCQStatistics
Consider the frequency distribution of 45 observations.
| Class | 0-10 | 10-20 | 20-30 | 30-40 | 40-50 |
|---|---|---|---|---|---|
| Frequency | 5 | 9 | 15 | 10 | 6 |
The upper limit of median class is
- (A)
- (B)
- (C)
- (D)
Source: official sample paper from cbseacademic.nic.in (PDF). See it in the full Sample paper 2024-25.
Hints
Open one hint at a time and try again before the next.
Hint 1
Find and the cumulative frequencies.
Hint 2
The median class is the first class whose cumulative frequency exceeds .
Step-by-step solution
Each step shows the marks it earns, as an examiner would award them. Checked by an independent re-solve from the question paper.
. The cumulative frequencies are .
- 1 mark
The first cumulative frequency greater than is , so the median class is –. Its upper limit is . The answer is option (C).
Answer: , option (C)
Where the marks are
- Uses cumulative frequency with to get median class –, upper limit (1 mark)
Revise the chapter
- Chapter: Statistics (notes, formulas, where marks are lost and every past question)
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