Question

If there are five consecutive odd integer in a series and the first integer is $25$, what is the value of the fourth consecutive integer?

• A. $30$
• B. $31$
• C. $32$
• D. $33$

Answer 1

Answer: (B)

$31$

Let the five consecutive odd integers be $x,x+2,x+4,x+6$ and $x+8$.
Therefore, the value of first integer is $10$ i.e., $x=25$
So, the fourth integer is $x+6$
The value of fourth integer $=31$.