known that the velocity of a stellar wind can be written like this how can we...
PROBLEM 1.1 Consider the two pyramid-like signals below (courtesy Prof. Magnus Egerstedt). (a) The pyramid-like signal on the left can be written as A[u(t-1 ) _ u(t-2)] + B(u(t-2)-u(t-3)] + C[u(t-3)-u(t-4)] r(t) _ Find the values of the constants A, B, C, D, and E (b) The pyramid-like signal on the left can be written as r(t) = Flu(t-1) _ u(1-6)] + Glu(t-2)-u(t-5)] + Hla(t-3)-u(t-4)]. Find the values of the constants F, G, and H (c) The pyramid-like signal on...
maxima minima
69, Eiciency of wind turbines A wind turbine into electrical power. Let vi equal the upstream vel wind before it encounters the wind turb downstream velocity of the wind after it passes thequal swept out by the turbine blades. A wind turbine converts win stream velocity of the App f(x) sin r cos.r con fo)--2 In( 1) f(x) (sin1)(COs ) the rig fx)- a Minin volume where etermine the location and What an n the given interval, if...
How to write javascript to do following requirement:
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Add onblur event handlers on each of the text inputs to perform validation based on the specific requirements listed below. Turn that element's border colour to green or red if that input is found to be valid or invalid, respectively * o Name: valid only if the text length is at least 5 characters o Email:...
P: The following wind velocity data were recorded for the selected site:1, 2, 1, 2, 3, 3, 4, 3, 4, 5, 3, 4, 5, 6,7, 5, 4, 3, 2, 2. m/s Bin Nv Frequency Frequency F(v) 1-F(V) L (1. ..... F(v)) 0 0 0 2 0.1 0.1 0.9 0.7 0.45 0.25 0.1 0.2 0.15 0.05 0.05 0.95 0.05 5 2- Find the parameters k and c (shape parameter k and scale parameter c) b-Weibull distribution C-Draw the Weibull distribution d-Analyze...
Problem 2 We will practice finding kernels and relating them to known distributions. The gamma function and the beta function will come up as well. (a) easyFind the kernel of the negative binomial PMF. (b) Jeasy Find the kernel of the beta PDF. (c) (easy) Find the kernel of the beta binomial PMF. -1,>o how would you know if the r.v. x was an Erlang (k. A) (d) Jeasy If kr) = or a Gamma (k, X)? (e) harder] If...
6. (10 points Extra Credit) Electrodynamics is not the only subject that utilizes Gauss' Law. We can also use it to study Newtonian gravity. The acceleration due to gravity (9can be written as, where G is Newton's gravitational constant and ρ is the m ass density. This leads us to the usual formulation of Newton's universal law of gravity,或刃--GM(f/r, as expected (if we assume V xğ-0). This "irrotational" condition allows us write (in analogy to the electric field), --Vo and...
Assume that we have three independent observations: where Xi ~ Binomial(n 7,p) for i E { 1.2.3). The value of p E (0, 1) is not known. When we have observations like this from different, independent ran- dom variables, we can find joint probabilities by multiplying together th ndividual probabilities. For example This should remind you the discussion on statistical independence of random variables that can be found in the course book (see page 22) Answer the following questions a...
Question 1
1. Using an equation like equation 3, derive the expression for k given in equation 4. 2. What solvent mixture are you using in parts A-C? In part D? Whoat effect will the different solvent system used in part D have on the rate of reaction? Explain. 3. Given the Arrhenius equation (Equation 5) and the brief discussion of it below, how will you actually calculate Eact? In other words, show the equation you will use. (Eact ???)...
We would like to answer the following question: How can we tell, using the Simplex Method, that there is more than one optimal solution? To find out, let's use the simplex method on a problem from HW2 that we already know has multiple solutions. Maximizing 3x1 + 6r2 subject to the constraints 1 2 12 When you reach your final tableau, it should still be possible to pivot without changing the objection function row. How can you identify this phenomenon...
2. (a) We want to find the root x of the function f(x); that is, we need f(r) = 0 . This can be done using Newton's method, making use of the iterative formula f(xn) Show that the sequence ofiterates (%) converges quadratically if f'(x) 0 in some appropriate interval of x-values near the root χ 9 point b) We can get Newton's method to find the k-th root of some number a by making it solve the non-linear cquation...