Recent content by darioe

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    Change (control)the spin up or down of 1 entangled particle

    Must consider about entanglement : Applications of entanglement Entanglement has many applications in quantum information theory. With the aid of entanglement, otherwise impossible tasks may be achieved. Among the best known applications of entanglement are superdense coding, quantum...
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    Plotting Graphs with Domain & Range as Integers

    Graphs The plot command may be used to plot simple graphs, plot( x^3, x=-3..3); ...... Read http://www.rose-hulman.edu/~rickert/Classes/ma111/maple1.html"
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    Finding the Magnitude of Velocity v in Applied Mathematics

    I think you have to know the values of x, y and z as functions of time to determine the speed vectors sx, sy and sz. Then the speed of the particle is given by Sp\ =\ \sqrt{sx^{2}(t)+sy^{2}(t)+sz^{2}(t)} Measure its magnitude with the Physical property (example: meter/second).
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    Integrating Trigonometric Functions with Substitution

    Should be: _{0}^{T}\int \frac{sin(p)}{\sqrt{k+p}}\ dp \ \ =\ _{0}^{tan(T/2)}\int \frac{2*u*2}{(1+u^2)\ *\ \sqrt{k+2*arctan(u)}\ *\ (1+u^2)}\ du but it looks like I could have to know about Fresnel Integrals. Thank you for the help. .
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    Integrating Trigonometric Functions with Substitution

    Homework Statement Integrate at interval [0,T] (T and k are given real numbers) the 2. Relevant equation _{0}^{T}\int \frac{sin(p)}{\sqrt{k+p}}\ dp The Attempt at a Solution \ Using\ substitution\ u\ =\ tan(p/2),\ results\ as\ :\ p\ =\ 2*arctan(u)\ \ ;\ \ dp\ =\...
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