I love asking children (and adults in some cases) the following question:
Five birds are sitting in a tree. A hunter takes a rifle and shoots one of them. How many birds are left? (Edit: Rephrased to avoid several problems)
Five ducks are sitting in a field. A hunter shoots and kills one of the ducks. How many ducks remain sitting in the field? (If your answer is ‘four’ - try again!)
This is a system I/system II trap, akin to “which weighs more, a pound of feathers or a pound of gold?” In my experience kids (and adults) usually get this wrong the first time, but kids get a special kick out of something that sounds like a math problem they do for homework but turns out to be a bit more. I’ve also used the 2, 4, 8 puzzle for impromptu demos of confirmation bias. These are fun and engaging ways to teach kids about cognitive biases before they could realistically read the Sequences or Thinking Fast and Slow.
Can we share or brainstorm any more? Some basic inclusion criteria (feel free to argue or suggest more):
Problems/tasks should reliably trigger some cognitive bias or other “glitch.”
Any stepwise thinking needs to be finished within a child’s attention span. Feel free to assume it’s a particularly smart and motivated child if you need to.
I don’t have any kids of my own but have local friends with younger families. Having a few tricks like these really helps me create a “fun uncle” persona, but I’m also curious if parents have a different perspective or experience posing these kinds of questions to their kids.
One I haven’t seen anywhere:
I go hiking on a mountain. When I start, the water makes up half the total wieght of my backpack. When I reach the summit, I have drunk half the water. What proportion of the backpack weight does it make up now?
Nice one! Took me a moment :)
You can use the questions from the Cognitive Reflection Test
One for older / more interested kids—the Monty Hall problem.
I remember my uncle spending a long time going through this with me and having to actually run the scenario a few times for me to believe he was right!
One can, on demand, produce quick sketches of islands and bridges to make puzzles like the Bridges of Konigsberg—then either challenge them to solve different sets of bridges, to draw their own for you to solve, or (perhaps for older kids) to figure out how their uncle can tell at a glance which puzzles will be possible.
Or if you play with the rule that you can add or remove one bridge before you start, then it should always be solvable, which might be more impressive than “This one is unsolvable, trust me”
Good suggestion, and the username checks out.
There’s one that’s hard to guess, but easy to test if you have a small pool or even a kitchen sink (from Aha! by Martin Gardner).
In a pool there’s a boat with heavy gold in it. You throw the gold at the bottom of the pool. Of course, the boat rises, but what about the level of the water in the pool?