Furthermore, how do you find the average of 5 consecutive numbers?
The average of any five consecutive odd numbers is the third number of the sequence (in this case, c). You can prove this by setting a equal to c-4, b = c-2, d= c+2, and e= c+4. Add those four numbers together with c, and the sum of the five numbers is 5c.
Subsequently, question is, what is the average of odd numbers from 1 to 100? 50
Keeping this in view, how do you find the average of odd numbers?
The average of odd numbers from 1 to n = (last odd number+1)/2. The average of even numbers from 1 to n = (last even number+2)/2. The average of squares of first n odd numbers = (2n+1)(2n-1)/3. The average of first n odd numbers = n.
What is the formula for consecutive numbers?
If n is an integer, (n + 1) and (n + 2) will be the next two consecutive integers. For example, let n be 1. We find its consecutive integers as (1 + 1) and (1 + 2), or 2 and 3.
