by Dan | May 2, 2020 | mathematics
Take a look at the following video that tries to illustrate oligopoly and game theory Clifford, Jacob. (April 27, 2014). Oligopolies and Game Theory- EconMovies #8: The Dark Knight. https://www.youtube.com/watch?v=JMq059SAQXMFind one other YouTube video on game theory...
by Admin | Apr 23, 2020 | mathematics
Create your own original Linear Programming problem with a minimum of two variables and two constraints. Your problem should be presented in paragraph form and reflected in a LP equation, showing the objective function and the constraints. Sample Solution
by Dan | Apr 9, 2020 | mathematics
Problem Si. For each n = 0,1,2, … , let fn . —> be the function defined by fn(x) = xn, and let Fn = L[fn(x)] be the Laplace transform of fn(x). Prove by induction on n thatFn(p) = pn-1-1, p > 0. (Note: for the base case, n = 0, the function is fo(x) = x° = 1 for all x...
by Dan | Apr 7, 2020 | mathematics
The topic will be: Principle of Mathematical Induction. In page 25 of the following book,http://math.uga.edu/~pete/2400full.pdfyou have an introduction. In that same book link, in page 27, you can read about the first things that you can prove using induction....
by Dan | Jan 30, 2020 | mathematics
In rural China, children on average spend 3 hours per day unsupervised. Suppose that the standard deviation is 1.5 hours, and the amount of time spent alone is normally distributed. We randomly surveyed one Chinese child and found that this child spends 4.25 hours per...
by Dan | Jan 22, 2020 | mathematics
After reading and discussing chapter 7(Algebraic Models), select one algebraic model (Linear, eqautions) in which you discuss deeply on how teachers can help math learners to move from a pure mathematical perspective into a real-life situation that mathematics can...
