I enjoy solving puzzles like this:

The thing about these kind of puzzles is that if you don’t see the solution, you make a guess, you toss around ideas, then you eliminate them, and suddenly you see the pattern… you’ve figured out the steps, and you know you are right even before you’ve completed the answer. At that point you just follow the steps.

Easy… Or is it?

Sometimes the solution eludes you. Sometimes you just don’t see the pattern. In the example above, I can even tell you the next line of numbers and if you don’t see the pattern, it won’t help you understand: (13211311123113112211). The new row I shared would just become another set of confusing numbers. The solution won’t help you figure out the steps.

For some learners, getting started on a project or an assignment is like this. The blank page is daunting, giving no hints as to what to do next. Interpreting the question is too hard even before thinking about possible answers. For others, getting started is easy, but knowing how to finish involves a roadblock such as, explaining a process, collecting relevant data, summarizing information, extrapolating what the teacher wants, understanding the conclusion, or figuring out the purpose of even doing the assignment in the first place.

It took me about a minute and a half to solve this question, with half of that time doing the simple math to ensure I was right:

Find next number in the series:
23 21 24 19 26 15 28 11 30 7 36 ?

If you know the pattern, great! But if you don’t and I told you the answer is 5, that wouldn’t actually help you figure out the next number in the sequence.

When you know or understand the steps to get to the end of an assignment, it’s just a matter of doing the work. When you don’t understand the steps, or when a learning challenge gets in the way, then the steps become cliffs, too big to climb.

How often do we ask learners to climb cliffs?