The average of first 134 even numbers is

Correct option is D

Given:

We need to find the average of the first 134 even numbers.

Concept Used:

The nth even number is given by 2n.
The average of the first n numbers can be calculated using the formula:
Average = (Sum of numbers) / (Number of numbers)

Formula Used:

Sum of the first n even numbers = n × (n + 1)
Average = Sum / n

Solution:

The sum of the first 134 even numbers is:
Sum = 134 × (134 + 1) = 134 × 135 = 18,090
The average is:
Average =  $$\frac{18,090 }{ 134 }= 135$$​​
Thus, the average of the first 134 even numbers is 135.