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Use MATLAB and the Symbolic Math Toolbox to find the Laplace transform of the following time functions:
a. f(t) = 8t 2cos (3t + 45°)
b. f (t) = 3te-2t sin (4t + 60°)
the system is released from rest with the angle theta 90 degrees. determine theta dot when theta reaches 60 degrees.
MATLAB for recognition of colour randomly using webcam realtime for RGB without external trigger in GUI.
Identification of the professional accounting, management and/or public relations issues in your workplace - How do you applied knowledge from this degree study in solving your workplace problems, including appropriate analysis and justification
Solves a linear system of equations using naïve Gaussian elimination - You can use the ‘backslash' Matlab operator for solving the systems of equations.
Write a program that implements the LU factorisation algorithm 2.3, with partial pivoting, given in the Text and in the supplementary section with MATLAB versions of the algorithms.
dydt yt- yt2 1 le t le 2 y1 1approximate the solution to the above initial value problem usinga 2-step
All points with coordinates x = r cos (θ) and y = r sin (θ), where r is a constant, lie on a circle with radius r, i.e. satisfy the equation x2 + y2 = r2. Create a row vector for θ with the values 0, π/4 , π/2 , 3π/4, π, and 5π/4.
Using matlab write the function [Bag,x] = EG(A,b) to solve the system without pivoting. The solution is the vector x and flag is 0 when the algorithm is completed and 1 otherwise.
Design a filter that meets the above required specifications. Then try to design a better filter, according to the bonus specifications. Additional points will be added to that filter score, as indicated in the bonus specifications section.
Step One: For the design specifications of your filter, see the excel file for specifications (UDO). You need to demonstrate for the first two iterations( n=0 & n=1), by hand, the calculation of the coefficients. Step Two: Develop a Matlab prog..
Find a general solution of the following ordinary differential equations and find the general solution of the following ordinary differential equation
assemble 1,000 bolt + hole combinations. The bolts have a mean diameter of 1.000 cm, normally distributed with standard deviation of 0.010 cm. The holes have a mean diameter of 1.030 cm, normally distributed with standard deviation of 0.015 cm.
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