On Tue, Jan 31, 2012 at 4:46 AM, Linda Alvord <lindaalv...@verizon.net> wrote:
> Challenge 5 Super Bowl Supposition  PLEASE DO NOT RESPOND UNTIL 2/6/2012  12
> am EST

I am going to interpret "PLEASE DO NOT RESPOND UNTIL 2/6/2012  12 am
EST" as meaning "please do not send solutions or code to the list
until after that time". This message has ambiguity which confuses me,
and I think that waiting for a week to address that ambiguity would be
unconscionable.

> As the Super Bowl approaches, suppose it will be decided like baseball. Four
> of seven games determines a winner.  Also suppose that the NFL has won the
> first game.

This paragraph raises the question "which Super Bowl"?  On the one
hand, "the" Super Bowl would likely mean the upcoming super bowl:
Super Bowl XLVI.  On the other hand, the supposition that the NFL has
won the first game suggests that we are dealing with a super bowl from
before the AFL/NFL merger (which I think was 1970). It's also possible
that this was a typo and "NFC" was meant.

> Simulate results of 2000000 series and provide the number of times the NFL
> wins in   4 5 6 7    games.  If the AFL wins this Extended Super Bowl
> Contest, the result is an  8 .  Create a  2000000 item list of number of
> games necessary to determine a winner and provide a frequency distribution.

Again, the distinction between AFL and NFL suggests a historical
setting.  But now we have a new issue: what kind of simulation is
supposed to be performed? I have friends who invest quite a lot of
effort into fantasy football, so I know that there exists quite a
large body of information which might be relevant to different kinds
of simulations. A quick web search finds me, as an example:

http://espn.go.com/blog/nflnation/post/_/id/35095/2011-strength-of-schedule

or things like

http://www.fftoolbox.com/football/2011/cheatsheets.cfm

We could perform a simulation based on a flat chance for one side to
win, or we could construct simulations at a finer level of detail,
perhaps predicting each team's score for each game, or perhaps down to
the level of simulating each team's plays along with their duration
and outcomes. This sort of thing could take days to complete 2 million
simulations, but given the "please do not respond until" constraint,
that is not necessarily a bad thing.

> Now, confirm  that your results are reasonable with a theoretical argument.

And here everything breaks down for me. There are just too many
ambiguities for me to imagine that any results could be reasonable.

Also, in my experience: when I am given a specification which is
ambiguous, or unreasonable, it's my duty to push back and ask for
clarification.

But maybe not:  Personally, I never watch the Super Bowl, and only
hear about it from friends and acquaintances, and perhaps there is
some additional relevant information that would help me resolve what
is being asked for here, if only I were more familiar with the Super
Bowl.

In any event, I think that if this task is meant to be implemented in
code we need to know what kind of simulation is being asked for. At
the very least we should know what kind of Super Bowl we are
simulating.

-- 
Raul
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