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Given the following four wave functions. Explain for each one why it is an acceptable or...
fill the blank, and please explain
why,thanks.
Check whether the binomial approximation is acceptable in each of the following hypergeometric situations. Check the accuracy of your approximation by using Excel to find the actual hypergeometric probability. (Round "n/N" answers to 2 decimal places and other answers to 4 decimal places.) a. N= 100, n= 4, s= 50, PIX = 3) b. N= 200, n= 13, s = 75, PIX = 3) c. N= 160, n= 13, s= 19, PIX= 2)...
1. Which of the following could NOT possibly be wave functions and why? Assume 1-D in each case. (Here C is a normalization constant) If any of these are valid wave functions, calculate C for those case(s). Where is the particle most likely to be? a) Ψ (x) = C x exp (-x) for x > 0. Ψ (x) is zero everywhere else. b) Ψ (x) = C [exp(2x) + exp(-2x)] for all x.
Four wave functions are given below. III. IV. yx, t) = 5sin(4x - 20t+4) y(x, t) = 5sin(3x – 12t+5) y(x, t) = 5cos(4x + 24 + 6) y(x,0) = 14cos(2x - 8t+3) Use this exhibit to answer the following question(s). Refer to Exhibit 16-3. Rank the wave functions in order of the magnitude of the frequencies of the waves, from least to greatest. O a. III, IV, II, I b. IV = II, I, III C. IV. I, II,...
consider tunneling effect.
a)in each area 1,2,3
find each wave function.
and then using boundary condition,find conditions that wave
functions should satisfy
(E is smaller then potential wall U,and incident wave can be
written e^ikx)
b)
in case of U>>E or wall is thick enoug,
find approximate value of trasmisdion probability toward areaf
3.
find simple form and explain why
Energy ψǐlls
Energy ψǐlls
For each of the following cases, please explain (in each case) why the pairs of functions that CAN NOT coexist in the same main JAVA program.? a /static double f(int a, double b) static int f(int a, double b) b/static void g() static int g() c/static void g(int c) static int g(int c)
Give one example EACH of the four Factors Influencing Consumer Behavior that help explain why all people who have a problem won’t become buyers of a business’ solution.
Please show step-by-step solution and explain. Thanks!
For each one of the following functions of t, indicate whether they are periodic or not. If periodic, indicate its period, and if not periodic, indicate why. Assume n is a positive integer. Sin (b) sin (xt) +cos (V3t) (c) sin ( 쭉 ) + cos (2nt) + sin ( 2F) + sin( (d) cos (2nt) (e) cos (xt) - cos (t) (f) sin (nt) cos (2nt) )
2. Below you will find four functions and four graphs. Match the graph to the correct function. Only one graph per each function. Explain your reasoning by stating roots, multiplicity of each root and the behavior of the function at each of the roots. Figure 1 window: (-10,10], [-10,10) 4 Figure 2 window: (-10,10], [-10,10) + Figure 3 window: (-10,10], [-10,10) Figure 4 window: (-10,10], [-10,10)
For Networking. Please define each, explain each, and answer why we need each one. Internet Model (The Layers and Functions) Business Security Security Methodology Authentication Authorization Please be extremely detailed
2. Given each of the following functions that maps X-1, 23) to Y= {A, B, C)(20 points, 2 parts- 10 points each) b. g(1) C, g(2) -B, g3) A Determine whether the function has an inverse. If it has an inverse, provide it. If it does not, explain why not