Could someone please help answer this question?
kindly ur help solving these Qs , show ur work please appricat ur help
2. Consider ut + uz = 0 with conditions ur, 0) = g(1) # 0,R and u(0,t) = 0 for tER. Please explain if the problem is well-posed or ill-posed?
use geometric series. hrt-1 + ur where ur ~ NID(0, σ.). Show that for Consider the AR(1) model zt øl<1, the auto-covariance is
use geometric series. !!!! Consider the AR(1) model it-onrt-1 + ur where ur ~ NID(0, σ.). Show that fol ol1, the auto-covariance is σ.ofl-o2t 7(h) (Note that for large t, this reduces to the formula given in the notes.)
The plot is to the right Score: 0 of 1 pt 2 of 14 (1 complete) ▼ Hw Score: 7.14%, 1 of 14 pts 2.2.5 Question Help Match the plot with a possible description of the sample. 7 222478 8 06668 9012289 Key 60-60 Choose the correct answer below. OA. Highest yearly temperature (F) for a sample of deserts O B. Ages (in years) of a sample of residents of a retirement home 0 C, Top speeds (in miles per...
6. Find the solution of the 1-dimensional heat equation on the interval 0, : Uxx, Ur (t, 0) U1(t, T) = 0, u(0, x) = 100 cos 2x 6. Find the solution of the 1-dimensional heat equation on the interval 0, : Uxx, Ur (t, 0) U1(t, T) = 0, u(0, x) = 100 cos 2x
Help with the work please!! Question 3 0/3 pts An Arrhenius plot has a slope of -13,796 K and an intercept of 6.72. What is the activation energy in kJ/mol? Report your answer to three significant figures. 20 50 er 115 margin of error +/- 2%
1) Does the problem = f(x), wr(0) = ur (1) 0 (1) da2 always have a solution? If not, what condition must f(x) satisfy so that a function u(x) satisfying (1) exists? ( Hint: integrate the equation once between 0 and 1.) In this case, is u(x) unique? ( Hint: does the problem with f = 0 have only one solution?)
3- Solve the ondulatory problem on (<2<1,t> 0 un +1:/3 = Ur. u(2.0) = 1. 2: (2.0) = 0. u,(0,t) = 0, 4,(7.t) = 0.
Guys need ur help about matlab.. i just want to compare answers if mine are correct.. Please show clear and correct answer.. 2. Produce the "output' for the following complete MATLAB Script program (Le. Show eyepything ouiput the suren for x-0:2 for y 0:1 fprintf(%d %d\n", x, y); end fprintf('They are equalln'); end end