Finding the Perfect Family Game
kowalski1971 writes "Some poor soul with far too much time on his hands has decided - in an attempt to increase sales at his toyshop - to calculate the formula for the perfect family game. Apparently it is, 0.22a + 0.17f + 0.153n + (0.12c - 0.1g) + 0.1s + 0.09e + 0.06d + 0.054l + 0.05m + 0.011c = pfg ...and which game came out top? Cards. So much for the increased sales then."
An infinite number of monkeys will eventually come up with the complete works of
While I was growing up, my parents thought playing cards were poisonous. We were forbidden to play (or even learn) any card games because they thought it was the first step towards becoming a gambling addict. This was extremely embarassing for me later on in school because in math class, concepts in probability and combinatorics were very often taught using ordinary playing cards. Of course, I had no idea what was going on at first, which bewildered my classmates who had gotten the idea that I was pretty sharp in math. Not a big deal, but it is a minor iritation I hold my parents responsible for.
Stay sentient. Don't drink bad milk.
with all my respect to the grandpa picture on the right column of the article, what kind of crap is this ?
Two questions :
- No explanation of the mathematical formula : I assume that the 0.22 coefficient for the age accessibility comes from the fact that the average life expectancy multiplied by 0.22 results in a relevant Human Development Indicator, explained somewhere else on the net.
- I'd like the scientific staff out there to explain me how they link the Monopoly Simpson Edition to their *elusive* mathematical formula. Really I'd like to know, in other words than the political scheme "family like to have some fun", what ties Homer with decimal multiplicators.
Is this really 'News for nerds' ? I'm not a nerd, but this doesn't sound even like news....Regards,
Jdif
Let's overcome our weakness.
"Quality means user satisfaction, and in a multicomponent system it is not the average of the quality of the individual components. The overall quality is pretty much associated with the quality of the worst component."
Linear formulas tend not to capture that. A geometric mean could, and it is also simple.
What would probably surprise you even more is that there are in fact, statistical formulas out there that can determine the "fun factor" of a game- which are used by many large marketing and research companies out there.
FWIW, my wife teaches college math and uses playing card explanations for a number of concepts. I was surprised and she was astonished (her family is obsessed with games) at how many students were unfamiliar with playing cards. It's a heavily international group of students, but still...
What I'm listening to now on Pandora...