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Question: Matrix Perturbation. Show that given any n × n matrix A and an arbitrary ε > 0, it IS possible to perturb the entries of A by an amount less than ε so that the resulting matrix is diagonalizable. (This result is useful m many theoretical developments, since it is often easiest to work out a theory for diagonalizable matrices and then extend the theory to the general case by a limiting argument.)
The LHD governing council requires you to develop a report based on the ‘UTS Hospital' data to address issues related to Outlier Admissions patients with a length of stay over 30 days.
Find the coordinates of each corner point of the feasible region. Define the slack and surplus variables. What do they represent? What is (are) the difference(s) between a slack and a surplus variable?
Find the least Upper bound (if it exists) and the greatest lower bound (if it exists) for the given set. {x:|x-2|≤5} and {1, 1/2, 1/3, 1/4,· · ·}
Sturgill Manufacturing, Inc. needs to predict the numbers of machines and employees required to produce its planned production for the coming year. The plant runs three shifts continuously during the workweek, for a total of 120 hours of capacity ..
1 consider the following lpmaximize z4x15x23x3subject tox1x24x3le6x12x2x3le7x14x22x3le12a add slack variables x4 x5 and
The April 2015 stories at the main FCP site: (1) I spent many hours trying to work out the operation of this simplistic electric train that only recently appeared on YouTube:
Use your regression line equation to predict the value of y for x = 13.Round your answer to two decimal places.
His financial advisor has suggested that at most 40% of the portfolio should be composed of high-risk funds. At least 25% should be invested in bond funds, and at most 40% can be invested in any single fund.
Compute the maximum and minimum singular values of the return difference function matrix as functions of frequency for Problems 2a and 2b.
Consider an iron bar, of diameter 4cm and length 1m, with specific heat c = 0.437 J/(g K), density ρ = 7.88 g/cm3, and thermal conductivity κ = 0.836 W/(cm K). Compute the temperature (accurate to 3 digits) at the midpoint of the bar after 20 minutes
1.1. Write a program that will find the maxima of the following function using Golden section search algorithm starting from xl = -4 and xu = 1. Your function should take xl , xu, and number of iterations as input parameters. Also plot the graph e..
The steps in testing a research hypothesis. Comparing the means of two or more groups. Calculating the correlation between two variables
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