Math, asked by hotshot3696, 1 year ago

Find the wrong term in the series 4, 26, 163, 1149, 9201, 82809

Answers

Answered by workstation330
1

Answer:

Seious mulip by   add out-put  

4         5          6                   26  

26         6          7                  163  

163         7          8                  149  

1149         8          9                 9201  

9201 9          10               82819  

82809 10           11              828101  

Step-by-step explanation:

Answered by talasilavijaya
0

Answer:

The wrong term in the given number series is 82809.

Step-by-step explanation:

Given the number series 4, 26, 163, 1149, 9201, 82809

To 4, if we multiply 5 and add 6, the result is 26.

Similarly to 26, if we multiply 6 and add 7, the result is 163.

Following the same logic, if we continue with the other numbers in the given series, we get the result.

The complete solution is given in the the following table.

\begin{array}{cccc}\ Series~ no&Multiply~ with&Add&Result\\| &\ &\ &\ \\4&5&6&26\\26&6&7&163\\163&7&8&1149\\1149&8&9&9201\\9201&9&10&82819\end{array}

If we see, the last result is 82819. But the given number is 82809.

Therefore, the wrong term in the series is 82809.

Similar questions
Math, 1 year ago