Implement the following equation using matlab code
N=input("Enter N")
x=input("Enter x")
m=input("Enter m")
sum=0
EM=0.0
for i=0:N-1
sum=sum+(x*x*(m*N+i))
end
EM=sum/N
print(EM)
Implement the following equation using matlab code N-1 1 Em N x(mN) i-0 N-1 1 Em N x(mN) i-0
QUESTION 22 Consider the following Matlab code to produce a series <nzin2 n=1; Mo=-1; Mn=0; while Mn>MO Mo=Mn; Mn=Mn+n* (-2); n=n+1; end If the series is infinite, why does the code stop running? d. The series is infinite so the code will not stop running. It must be stopped manually using ctrl + C. The logical evaluation will become false when the terms in the series become so small that the sum does not change relative to the machine precision...
Using matlab
Experiment 1 - Marking 1. Section 2.2(a) Given x[n] = (0.7)"cos(0.25m) u[n] Mn] =-0.8y[n-l] + 0.2Mn-2] + 0.11n_3] + 1.2x[n] + 0.2x(n-1] [-1] = 0 I-21 0 f-3] = 1 Determine y[n] for n = 0, . . ., 9 via a MATLAB simulation of the LCCDE.
Implement MATLAB code that calculates sin(x) using the following formula, and measure the absolute error from the MATLAB provided function. The Taylor's formula is given as follows: sin(x) = 0+12 + 0x² + 5123 + 0.x4 + ... 23 25 27 -3! + 5- 7 + ... Plot both (1) the approximated value, and (2) absolute error. The following example uses x = 3 * pi, and k = 50. You may choose your own x, and k values. Approximation:...
use MATLAB and PLZ comment the code so that it is easy to
understand
Implement the following series of sinusoidal signals in MATLAB: 1 sin(kt) where N 30 k=1 x(t) k 1 Write a MATLAB script which does the following steps First define and plot signal sin(t) for 0 St s 3Twhere T is the fundamental period of this signal The signal you just implemented is x(t) with N 1 a. Then modify your code to be able to define...
Using MATLAB please.
A = rand(m,n)
x = rand(n,1)
b = A * x
1. What does the following code compute? Explain what operation the third line is per- forming b = zeros(m, 1); for i = 1:m b(i) = A(i,:) * x; end Make a copy of the relevant MATLAB function you wrote earlier, and use this code in place of the two loops you wrote. Time both codes on a sufficiently large problem. Which performs faster?
I NEED THE MATLAB CODE NOT THE ANALYTICAL SOLUTION !!!!
using ZIR and 5.1 Use Matlab to find and plot the total response for the differential equation ZSR approach. (D2 +5D 6)y(t)x() where x(t) e-2t sin( 10t) u(t), and the initial conditions are: yo (0)-1 and уо (0)-2.
Find the solution to the following homogenous LTI difference equation by hand and with Matlab: x[n+1]- (11/6) x[n]+x[n-1] –(1/6) x[n-2]=0 with initial condition x[0] = 0 and x[1] =1 and x[2] =2
Implement the following problems in MATLAB and document your work using the report guidelines on the next page. 1. Use the subplot function to place the relevant graphical results in a single figure. Generate a sequence of 1000 pairs of independent zero-mean Gaussian random variables, where X has variance 2 and N has variance 1, Let Y = X + N be the equation for a noisy signal. Plot X, N, and Y in a 3D scatter plot using Y...
1. Consider the following sequence (The bold large size element is at n = 0) x(n) = { ----- 0,0,01, 1, 1, 1, 1, 0, 0, 0------}. It has the period of N=8. a. Find (in closed form) and sketch the complex exponential Fourier series coefficients (Magnitude and Phase). Verify using Matlab. Include code and graphics. b. Find the energy in this sequence first using the sequence in the time domain, and then using the DTFS coefficients. Verify using Matlab....
develop a matlab code to plot: fn(n)=x-x^(n+1) for different n's till solution convergence then the matlab code should contain a least square approach to prove the convergence of solution.