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You have to multiply each term in the first binomial, by each term in the second binomial, and add the results. The final result is usually a trinomial.
As a result of the spinning, somebody on the spinning object will perceive centrifugal forces. These forces are fictitious, or apparent, in that to an outside observer, they are the result of inertia.
The result of the spin will be red one half, or fifty percent, of the time. The other one half, or fifty percent, black will come up. In other words there is a fifty percent chance it will be red and a fifty percent chance that it will not. Hence fifty-fifty. With an actual roulette wheel, you have less than a fifty-fifty chance of spinning red.
When the binomial tree has a large numbers of steps (i.e. the time interval between nodes is very small). The spreadsheet in the related link prices options using Black-Scholes analytical equations and a binomial tree. As the number of steps in the binomial tree increase, the results of both approaches becomes equal to many decimal places.
Well, if you do a very specific operation, you wouldn't expect the result to be completely random.
the spinning of earth causes it to be an oblated spheriod.
-- Night and day. -- Rotation of high- and low-pressure weather systems.
Mathematically, the question is as solid as smoke. The problem is: What does "and" mean ? Without a mathematical operation specified, we don't know how the binomial and monomial may affect each other, or what the result may be. Having a binomial "and" a monomial, all we have so far is two algebraic expressions written down on our paper. They're not equal to anything except a binomial 'and' a monomial, until we get some clear instructions on how they're supposed to be manipulated.
You should gather information/data you get to determine how fast each participants was walking.
stand 1 is the smallest
precision
Yes it does.