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 The Domino Theory (Posted on 2006-06-28)
You have an infinite row of dominoes. Each domino is the same size, weight, and distance apart from the next domino.

Ignore relativistic effects, assume that the coefficient of friction between the dominoes and the floor is excessively large, and assume the naturally occuring variables, such as sound and heat loss, do not apply.

PART 1
If you were to graph the topple rate (dominoes toppled over a second) over time, what would the basic shape of the line be?

PART 2
What are all the necessary variables in determining the equation of the line?

PART 3
Use the variables from the previous part to create an equation that solves for the topple rate after a certain time has passed.

 No Solution Yet Submitted by Haruki Rating: 3.5000 (2 votes)

Comments: ( Back to comment list | You must be logged in to post comments.)
 Re; Part 1 | Comment 5 of 8 |
It would not be a straight line, but a logistic function towards a sloped line. The slope would close in on a constant as each domino falls. It would eventually be very close to straight, but never truly. For every domino line, there must be a first.
 Posted by Krazkov Yerdon on 2006-07-11 12:10:53

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