Rohani ranks seventh from the top and twenty-sixth from the bottom in ...
Rohani's rank from the top = 7th, Rohani's rank from the bottom = 26th. Total number of students = 7+26?1=32. Therefore, there are 32 students in the class.
Rohani ranks seventh from the top and twenty-sixth from the bottom in ...
Let's solve the problem step by step:
Given:
Rohani ranks seventh from the top and twenty-sixth from the bottom in a class.
To find:
The total number of students in the class.
Solution:
1. Understanding the problem:
- Rohani ranks seventh from the top: This means that there are six students ranked higher than Rohani.
- Rohani ranks twenty-sixth from the bottom: This means that there are twenty-five students ranked lower than Rohani.
2. Combining the information:
- We know that there are six students ranked higher than Rohani and twenty-five students ranked lower than Rohani.
- So, the total number of students between the highest rank and the lowest rank is 6 + 25 + 1 (including Rohani) = 32.
3. Finding the total number of students:
- The total number of students in the class is equal to the number of students between the highest rank and the lowest rank, including both of them.
- Therefore, the total number of students in the class is 32.
Hence, the correct answer is option 'D' - 32.