Let A = 2 1 0 1 3 1 0 1 2 and u0 = 1 1 1 (a) Apply the power method to A to compute v1, u1, v2, u2, and v3. (Round off to two decimal places.) (b) Determine an approximation _ 1 to the largest eigenvalue of A from the coordinates of v3. Determine the exact value of 1 and compare it with _ 1. What is the relative error?

Unit Three: Inferential Statistics The first step in making a claim about the population mean is establishing a confidence level. A confidence level specifies how confident we are the population lies within a confidence interval. Confidence Level: 1a where a is the significance level Confidence Interval: Example – Find a 95% confidence...