if we consider this sequence:

SAMKELLYSAMKELLYSAMKELLY....

The smiley is part of the sequence.

In what position will the 100th "L" be?

Thanx for your assistance!..

Guest Jul 25, 2018

#1**0 **

**if we consider this sequence:**

**SAMKELLY**

**SAMKELLY**

**SAMKELLY....**

**The smiley is part of the sequence.**

**In what position will the 100th "L" be?**

\(\begin{array}{|lrcll|} \hline &\boxed{ L_{2n} = 8+(n-1)\cdot 9 } \\\\ n=50: & L_{2\cdot 50}=L_{100} &=& 8+(50-1)\cdot 9 \\ & &=& 8+49\cdot 9 \\ & &=& 8+441\\ & &=& 449 \\ \hline \end{array}\)

The 100th "L" will be in position **449**

heureka Jul 25, 2018