What is the average of 5 consecutive odd number starting from 55?

So the five consecutive numbers are, x, x+2, x+4, x+6, x+8. Their average is 55.

What 5 consecutive numbers add up to 55?

so 5x=55, i.e., x=11. We conclude that the numbers are 7,9,11,13,15.

What is the average of 5 consecutive integers?

Complete step-by-step answer: Average is the sum of observations divided by the number of observations. Therefore 5x+10=5n and after solving this equation we get x=n−2. When we add the next two numbers, we get 5x+10+x+5+x+6=7x+21. Therefore, the new average is 7x+217=x+3.

What is the consecutive integers of 50?

The integers are 24 and 26.

Which is the average among 5 consecutive numbers in a number pattern?

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.

What is the average of five consecutive odd 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. Divide that sum by 5 to get the average of the five numbers, which is c.

How do you find the average of five numbers?

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. Divide that sum by 5 to get the average of the five numbers, which is c.

What are consecutive integers starting from 2?

The term consecutive integers simply refer to the integers which come next to each other. For example, 5 consecutive integers starting from 2 will be 2, 3, 4, 5, 6. How to Use Consecutive Integers Calculator? Follow the steps given below to compute the consecutive integers starting from any value.

How to find the average of a series of consecutive numbers?

First you need to add the two values in parentheses. Then divide by 2. The result will be the average of the series of numbers. For example: (15+45)2=602=30{\\displaystyle {\\frac {(15+45)}{2}}={\\frac {60}{2}}=30}. So, the average of the series of consecutive numbers beginning with 15 and ending with 45 is 30.