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Question:
Consider the matrix
a) Find the eigenvalues of A using the characteristics polynomial.
b) Find the eigenvectors of A using the eigenvalues.
c) What is the matrix P to be used for diagonalization of A.
d) Find the diagonalized A.
Write the convolution of $(/) with U(t) in integral form. See whether you can identify this as the integral of $(1).
What is the optimal strategy for the Chicago Bears during the upcoming game against the Green Bay Packers? What is the expected value of this strategy?
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
The accompanying table shows the percentage of GDP accounted for by private savings, investment spending, and net capital inflow in the economies.
A project consists of seven activities. The precedence relationships are given in the following table. Construct a network for this project.
Question 1: When comparing two population means with an unknown standard deviation you use a t test and you use N-2 degrees of freedom.
The company has developed the following linear programming model to determine the number of ounces of liver (X1) and milk (X2) to include in each jar of baby food to meet the requirements for protein and iron at the minimum cost.
Suppose that the distribution of a random variable X is approximately exponential with a mean of 10:
If the system is at a steady state, the transfer into each reactor will balance the transfer out. Develop mass balance equations for the reactors, and use Gaussian elimination to solve the three simultaneous linear algebraic equations for the unkn..
What sampling distribution will you use? What assumptions are you making?
Jobs arrive at a single machine for processing. Jobs arrive in groups of two (always) with an exponentially distributed time between groups with mean rate ?.
A company has the opportunity to take over a redevelopment project in an industrial area of a city. No immediate investment is required.
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