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Let's start with something simple;
|dw:1436914236068:dw|

|dw:1436914308206:dw|

Based on what we've observed, it seem that for each one bottom rod we add, we add 4 rods.

until you get a function that models your system

So how can I write a function to represent that?

This new equation also has to satisfy the original requirement, x = 1, y = 3

I still don't understand how we would satisfy it if we have x = 1 and y = 3.

plug in an x value and solve for b

the x value would be 3

got to go you got this though looks good to me, I am sure you can solve for b

\[11 = 4(3) + b \]
\[11 = 12 + b\]
\[11 - 12 = 12 - 12 + b\]
\[-1 = b\]

\[y = 4x -1 \]
Would that be correct?

|dw:1436915563228:dw|

yes

@geerky42 Hilarious!