This brain game can reduce risk of dementia in seniors. How do we know?

What if you read the dramatic claim that playing a certain video game could reduce your risk of dementia by 25%? I hope you’d be skeptical. You might think that it was a ploy to increase the video game’s sales. Whenever you read a claim like this, you should ask to see the evidence.

In the case of a brain game called Double Decision, there actually IS evidence for such a claim. Let’s read about it through the CNN story about the research.

You can see examples of the Double Decision game in the photos.

The game shows you a vehicle in a particular setting. Then it flashes a small black and white Route 66 sign. To score points, you have to make two decisions, First, you’ll see two cars and you have to decide which of them you just saw. Then, you have to point out where in the periphery the Route 66 sign showed up. As the game progresses, it gets harder. The car becomes harder to identify. And the Route 66 sign starts to be more difficult to find among a bunch of distractors. You can watch a preview of the game here.

How do we know that this game helped prevent dementia? Here’s how CNN described the study:

a) So if you’re keeping track, this is a design with 7 groups. Can you name them all?

Here’s how the results are described by CNN:

b) Sketch a bar graph of these results. Your graph should have seven conditions on the x-axis and a clearly labeled y-axis. Which group should stand out this bar graph?

c) Evaluate this study’s external validity. In the quote above, the author claims that, becaues the study included 25% minorities, it is a representative sample. What do you think? (Keep in mind that for external validity, it’s “how” not “how many” that matters).

d) Assume seniors were randomly assigned to the seven groups. Can this study support the claim that playing Double Decision lowers your dementia risk? Apply the three criteria of covariance, temporal precedence, and internal validity.

You can access the original empirical article here.



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