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differential equations problem
3. У"-14s, + 65y = 0. 3(0) = 11. 310) = 69
3. У"-14s, + 65y = 0. 3(0) = 11. 310) = 69
3. Determine the correlation coefficient between si(t) and each of the pulses sz(t), sz(t), and salt). * y() । -
Prove that Aut(Z2 = Z2) Sz.
When standing on an "UP" escalator, the trip takes 14s. When walking up on the same escalator, the trip takes only 10.0s. How much time is needed to walk down the "UP" escalator? (Or is this a trick question? Why?)
b. P(-1.69 SZ SZ) = 0.9545 C. P(Z > 20) = 0.0048 d. P(Z, SZS 2.00) = 0.1359 e. P(Z > Z) = 0.9713 f. PC-Z, SZSZ) = 0.2358
A = randi(6, 7); %creates a 2D array with 6 rows %with random integers sz = size(A); for i = 1:sz(1) for j = 1:sz (2) if rem(j, 2)==0 A(:, j) = 0; end end end Rewrite this code in vectorized form you may not use any loops or if statements). Your answer should be one line of code:
Question 39 Is the response bounded? Disturbance 2e-14s 25s +1 Gd(s) Feedforward Y, Process -10s 20s +1 Ym Gm O cannot be determined O No O Yes
Problem 3.9
3.9. Calculate deltaSx, and DeltaSy for an eigenstate of SZ for a spin-1/2 particle. Check to see if the uncertainty relation DeltaSx DeltaSy greater than equal to hl(Sz)|/2 is satisfied. Repeat your calculation for an eigenstate of Sx.
for spin 1 particle ,construct Sx,Sy,Sz and S^2 matrix
Sketch a graph of the piecewise defined function. sz if x <3 f(x) = x 1 if x 2 3