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The average age of a group of students in a class is 15.5 years. 15 new students with an average age of 14.5 years join the
group, due to which the average age of students in the class becomes 15 years. The number of students initially present in the
class is:
18
12
14
15
- Let's denote the initial number of students as x.
- The total age of the initial group is 15.5x.
- When 15 new students join, the total number of students becomes x+15.
- The total age of the 15 new students is 15×14.5=217.5.
- The new average age of the students is 15.
- Setting the new total age equation: 15.5x+217.5=15(x+15).
- Simplifying the equation:
$$
15.5x + 217.5 = 15x + 225
0.5x = 7.5
x = 15
Option 4: 15 is the correct answer.
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