Question

Find anexpression for the sum of fourconsecutive odd integers.

Answer 1

Given:-

Sum of four consecutive odd integers.

To find the required expression.

So the first term is n.

So the second term is n+2.

So the third term is n+4.

So the fourth term is n+6.

So the sum of terms is,

$n+(n+2)+(n+4)+(n+6)_{}$

Where n is an odd integer.