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Find the solution to the given system for the given initial condition
x'(t)= [1,0,-1;0,2,0;1,0,1]x(t)
for
a.) x(0)= [-2;2;-1]
b.) x(-pi)=[0;1;1]
If a and b are positive numbers, what is all the information we can deduce about the relationship between the lines: L1: y = - ax + b and L2: y = (1/a)x + b?
The decision variables, Need a physical explanation as to why X37 = 400, X78 = 0, and X48 = 400. I need for these computer generated numbers to make sense and be able to justify them
Using excel I'm trying to create a probability tree showing all marginal, conditional and joint probabilities. Im also trying to develop a joint probability table and determine the probability that an employee selected at random would fail the man..
Find whether the given statements are true or false - Which of the following are statement?
Evaluate the Equation of the line which passes through the two given points and Write down the equations of the line described in the following questions
Suppose that E is a normed linear space, and C is a subset. Prove that C is weakly bounded if and only if C is norm bounded. Conclude that weakly convergent sequences in E are bounded.
A glass manufacturer finds that one in every 1000 items produced is warped . What is the probability that in a random sample of 5000 glass items there will be
S4 means symmetric group of degree 4, A4 means alternating group of degree 4, e is the identityIs there a group homomorphism $:S4 -> A4, with kernel $ = {e, (1 2)(3 4), (1 3)(2 4), (1 4)(2 3)}?
Find a matrix A that admits no LU decomposition, even if we only require that L is lower triangular ( not necessarily unit!) and U is upper triangular.
Probability of payment before creation of credit policy, Mucklehoney Sports operates a mail-order running shoe business.
Trigonometric function to estimate the exact value.
Using ANOVA to test mean difference
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