Number Series Ques 171
Question-
Find the wrong term in the following series.
$6 \quad 91 \quad 584 \quad 2935 \quad 11756$ $\begin{array}{ll}35277 & 70558\end{array}$
(1) 6
(2) 70558
(3) 584
(4) 2935
(5) 35277
Show Answer
Correct Answer: (3)
Solution: (3)
The pattern of the number series is :
$6 \times 7+7^{2}=42+49=91$
$91 \times 6+6^{2}=546+36=582$
$\neq 584$
$582 \times 5+5^{2}=2910+25=2935$
$2935 \times 4+4^{2}=11740+16$ $=11756$
$11756 \times 3+3^{2}=35268+9$ $=35277$
BETA
