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Question: Consider the problem of finding an eigenvalue of an n X n matrix A when an approximate eigenvector v is known. Since v is not exactly correct, the equation
Av = λv
Will probably not have a solution. However, λ can be estimated by a least-squares solution when (1) is viewed properly. Think of v as an n X 1 matrix V , think of λ as a vector in R1, and denote the vector Av by the symbol b. Then (1) becomes b = λV , which may also be written as V λ = b. Find the least-squares solution of this system of n equations in the one unknown λ, and write this solution using the original symbols. The resulting estimate for λ is called a Rayleigh quotient.
Project task, analyze risk for all the investments in Money Mareket Instruments (MMIs). Describe to your boss the risks and rewards of the investment alternatives.
Read the following article and discuss: https://hbr.org/1992/09/the-ceo-as-organizational-architect-an-interview-with-xeroxs-paul-allaire
Please find the 1) length and 2) direction (when defined) of 1) A X B and 2) B X A Please show all work, including the grids for the determinants. Thank you.
Barney was charged $123.00 for 3 days and 300 miles, while Mary was charged $216.00 for 5 days and 600 miles. What does Best Rental charge per day, for mileage?
There is a hole through the center of the protrusion that extends through the base to the bottom of the base. The diameter of the hole is 2.0 cm, and the depth of the hole is 5.0 cm.
Please provide solutions for the following with complete work. Thank you. Complete each ordered pair so that it satisfies the given equation.
You can obtain your codes and parity property by following the FSA codes and party property link below.
A bacteria population starts with 400 bacteria and grows at a rate of r(t) bacteria per hour. How many bacteria n will there be after three hours? (Give your answer to the nearest bacterium.) r(t) = 450.266 e^(1.12567 t)
Find the production levels needed to satisfy the final demand d. (Units are in millions of dollars.)
What is the probability that fewer than 5 minutes will elapse between successive complaints?
Find the line tangent to this curve when t = t0. Find the x- and y- intercepts for this tangent line. Describe what happens to the tangent line as t0 gets large.
The ratio of Sarah's age to Keisha's age is 4:5 this year. Keisha was 12 years old 3 years ago. Find the ratio of Sarah's age to Keisha's age 9 years from now
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