Pow #16

Problem Statement :

A spiralataral is is a sequence of numbers which you have to follow . For example lets suppose the sequence of numbers in this case is 2,9,and 6 were the first number is 2 in this case the line goes up 2 spaces because the first number is 2 and the starting direction is always up . The next number is 9 you take a 90 degree turn after each line, placing it to the left 9 spaces another 90 degree turn for the next number making it go 6 spaces down. That is a spiralateral now this is the tricky part you continue this sequence of spiralateral with the same numbers until you get back to da starting point that is if you ever do.

Process :

In this Pow I focussed on only one specific group of numbers which were a sequence of 3 one digit numbers. I tried different numbered spiralaterals and found a rule for my focus which means I did find an answer to my specific spiralateral question .

Solution :

My solution for the one digit 3 numbered sequence is as follows : Every single one digit 3 numbered spiralaterals takes 12 steps to get back to the starting point.

Evaluation :

Did you consider it educationally worthwhile? what did you learn from it ?

I did find it educationally worthwhile i found out lots about the relationships between number sequences

How would you change the problem to make it better ?

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