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The average age of a class of 20 students is 12 years. When the age of the teacher is also included the average will be increased by 8 months. What is the age of the teacher?
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The average age of a class of 20 students is 12 years. When the age of...
Given data:
- Number of students = 20
- Average age of students = 12 years
- Increase in average age when teacher is included = 8 months

Let's solve the problem step by step:

Step 1: Finding the total age of students without the teacher
- Total age of 20 students = Number of students * Average age
- Total age of 20 students = 20 * 12 = 240 years

Step 2: Finding the total age of students with the teacher
- Total age of students with the teacher = Total age without teacher + Teacher's age
- Total age of students with the teacher = 240 + Teacher's age

Step 3: Calculating the new average age
- New average age = (Total age of students with teacher) / (Number of students + 1)
- New average age = (240 + Teacher's age) / 21

Step 4: Calculating the increase in average age
- Increase in average age = New average age - Average age without teacher
- 8 months = [(240 + Teacher's age) / 21] - 12 years

Step 5: Solving for the age of the teacher
- 8 months = (240 + Teacher's age) / 21 - 12
- 8 = (240 + Teacher's age) / 21 - 12
- 8 = (240 + Teacher's age - 252) / 21
- 8 = (Teacher's age - 12) / 21
- 168 = Teacher's age - 12
- Teacher's age = 180 years
Therefore, the age of the teacher is 180 years.
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The average age of a class of 20 students is 12 years. When the age of the teacher is also included the average will be increased by 8 months. What is the age of the teacher?
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