USE MATLAB ONLY NEED MATLAB CODE
MATLAB
Homework Answers
by giving different N values as
1,2,3,4 you can calculate the value of the integral
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USE MATLAB ONLY NEED MATLAB CODE
MATLAB
21.4 Integrate the following function analytically and using the...
dx % 1 +z? 0 a) b) Evaluate analytically. Write a MATLAB program to numerically integrate the above using the rectangular rule. dx % 1 +z? 0 a) b) Evaluate analytically. Write a MATLAB progr...
dx % 1 +z? 0 a) b) Evaluate analytically. Write a MATLAB program to numerically integrate the above using the rectangular rule.
dx % 1 +z? 0 a) b) Evaluate analytically. Write a MATLAB program to numerically integrate the above using the rectangular rule.
Use Matlab code Consider the following function sin(x) Using the following parameters in your functions: -func:...
Use
Matlab code
Consider the following function sin(x) Using the following parameters in your functions: -func: the function/equation that you are required to integrate -a, b: the integration limits n: the number of points to be used for the integration I:Integral estimate a) Write a function capable of performing numerical integration of h(x) using the composite trapezoidal rule. Use your function to integration the equation with 9 points. Write a function capable of performing numerical integration of h(x) using the...
Evaluate the integral integral_0 15^2x dx analytically, using the Trapezoidal Rule (1-segment), and Simpson's 1/3 Rule...
Evaluate the integral integral_0 15^2x dx analytically, using the Trapezoidal Rule (1-segment), and Simpson's 1/3 Rule (1-segment). Then use the Matlab trap() function presented in class to find a solution exact to 4 decimal places. How many segments were required for this accuracy?
3. Evaluate the triple integral below (a) analytically, (b) using the composite trapezoidal rule ...
3. Evaluate the triple integral below (a) analytically, (b) using the composite trapezoidal rule with n 2, (c) a single application of Simpson's 1/3 rule, and (d) for each approximation, determine the true percent relative error based on (a). 2yz)dx dy dz
3. Evaluate the triple integral below (a) analytically, (b) using the composite trapezoidal rule with n 2, (c) a single application of Simpson's 1/3 rule, and (d) for each approximation, determine the true percent relative error based on...
3. Evaluate the following double integral (a) analytically. (b) using multiple-application of the...
3. Evaluate the following double integral (a) analytically. (b) using multiple-application of the trapezoidal rule with n 2 and compute the true relative error. (c) using single application of Simpson's 1/3 rule and compute the true relative erro.
3. Evaluate the following double integral (a) analytically. (b) using multiple-application of the trapezoidal rule with n 2 and compute the true relative error. (c) using single application of Simpson's 1/3 rule and compute the true relative erro.
I NEED THE MATLAB CODE NOT THE ANALYTICAL SOLUTION !!!! using ZIR and 5.1 Use Matlab...
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 ัะพ (0)-2.
Implement the 4th order Runge-Kutta algotithm in MATLAB. Use the script you produced to integrate...
Implement the 4th order Runge-Kutta algotithm in MATLAB. Use the script you produced to integrate the following function x(t)--10t + e-t , x(0)--1; t.-0 t, = 1 Vary At and observe the difference in your results. Let At 0.2 sec., 0.1 sec., 0.05 sec. and 0.01 sec. Now integrate the function analytically and compare your result with the results obtained numerically
Implement the 4th order Runge-Kutta algotithm in MATLAB. Use the script you produced to integrate the following function x(t)--10t...
1. Use the Trapezoidal Rule to numerically integrate the following polynomial from a = 0.5 to...
1. Use the Trapezoidal Rule to numerically integrate the following polynomial from a = 0.5 to b = 1.5 f(x) = 0.2 + 25x โ 200x2 +675x3 โ 900x4 + 400x5 Use three different number of segments and show that higher number of segments give lesser relative error considering the exact value of the integral, which is 49.3667. 2. Write a MATLAB or OCTAVE code to solve the above problem numerically and verify your result. Copy/paste the code and answers...
Show work by hand and also using MATLAB code. Model 1 Given a polynomial f(x) Write a first-order approximation of f(x), given the value of f(x) at two points Plot the polynomial and the first-or...
Show work by hand and also using MATLAB code.
Model 1 Given a polynomial f(x) Write a first-order approximation of f(x), given the value of f(x) at two points Plot the polynomial and the first-order approximation on a graph Write a second-order approximation of f(x), given the value at three points. Plot the polynomial, the first-order and second-order approximations on a graph Find the integral Exactly Using trapezoidal rule Using composite trapezoidal rule Using Simpson's 1/3 rule . Calculate the...
dx % 1 +z? 0 a) b) Evaluate analytically. Write a MATLAB program to numerically integrate the above using the rectangular rule.
dx % 1 +z? 0 a) b) Evaluate analytically. Write a MATLAB program to numerically integrate the above using the rectangular rule.
Use
Matlab code
Consider the following function sin(x) Using the following parameters in your functions: -func: the function/equation that you are required to integrate -a, b: the integration limits n: the number of points to be used for the integration I:Integral estimate a) Write a function capable of performing numerical integration of h(x) using the composite trapezoidal rule. Use your function to integration the equation with 9 points. Write a function capable of performing numerical integration of h(x) using the...
Evaluate the integral integral_0 15^2x dx analytically, using the Trapezoidal Rule (1-segment), and Simpson's 1/3 Rule (1-segment). Then use the Matlab trap() function presented in class to find a solution exact to 4 decimal places. How many segments were required for this accuracy?
3. Evaluate the triple integral below (a) analytically, (b) using the composite trapezoidal rule with n 2, (c) a single application of Simpson's 1/3 rule, and (d) for each approximation, determine the true percent relative error based on (a). 2yz)dx dy dz
3. Evaluate the triple integral below (a) analytically, (b) using the composite trapezoidal rule with n 2, (c) a single application of Simpson's 1/3 rule, and (d) for each approximation, determine the true percent relative error based on...
3. Evaluate the following double integral (a) analytically. (b) using multiple-application of the trapezoidal rule with n 2 and compute the true relative error. (c) using single application of Simpson's 1/3 rule and compute the true relative erro.
3. Evaluate the following double integral (a) analytically. (b) using multiple-application of the trapezoidal rule with n 2 and compute the true relative error. (c) using single application of Simpson's 1/3 rule and compute the true relative erro.
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 ัะพ (0)-2.
Implement the 4th order Runge-Kutta algotithm in MATLAB. Use the script you produced to integrate the following function x(t)--10t + e-t , x(0)--1; t.-0 t, = 1 Vary At and observe the difference in your results. Let At 0.2 sec., 0.1 sec., 0.05 sec. and 0.01 sec. Now integrate the function analytically and compare your result with the results obtained numerically
Implement the 4th order Runge-Kutta algotithm in MATLAB. Use the script you produced to integrate the following function x(t)--10t...
1. Use the Trapezoidal Rule to numerically integrate the following polynomial from a = 0.5 to b = 1.5 f(x) = 0.2 + 25x โ 200x2 +675x3 โ 900x4 + 400x5 Use three different number of segments and show that higher number of segments give lesser relative error considering the exact value of the integral, which is 49.3667. 2. Write a MATLAB or OCTAVE code to solve the above problem numerically and verify your result. Copy/paste the code and answers...
Show work by hand and also using MATLAB code.
Model 1 Given a polynomial f(x) Write a first-order approximation of f(x), given the value of f(x) at two points Plot the polynomial and the first-order approximation on a graph Write a second-order approximation of f(x), given the value at three points. Plot the polynomial, the first-order and second-order approximations on a graph Find the integral Exactly Using trapezoidal rule Using composite trapezoidal rule Using Simpson's 1/3 rule . Calculate the...
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