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The number of students in a class is increased by 20% and the number now becomes 66. Initially the number was
  • a)
    45
  • b)
    50
  • c)
    55
  • d)
    60
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
The number of students in a class is increased by 20% and the number n...
Let the initial number of students be ‘n’.
Given, number of students in a class is increased by 20% and the number now becomes 66
n + 20% of n = 66
⇒ 1.2n = 66
⇒ n = 55
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Most Upvoted Answer
The number of students in a class is increased by 20% and the number n...
Problem: The number of students in a class is increased by 20% and the number now becomes 66. Initially the number was

Solution:

Let the initial number of students be x.

According to the question, after increasing the number of students by 20%, we get:

New number of students = 1.2x

It is given that the new number of students is 66. Therefore, we can write:

1.2x = 66

Solving for x, we get:

x = 66/1.2

x = 55

Therefore, the initial number of students was 55.

Hence, option C (55) is the correct answer.
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The number of students in a class is increased by 20% and the number now becomes 66. Initially the number wasa)45b)50c)55d)60Correct answer is option 'C'. Can you explain this answer?
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