MATH 21B Study Guide - Final Guide: Equilibrium Point, Fourier Series, Orthogonal Matrix
Document Summary
Tth 11:30 alison miller: start by writing your name in the above box and check your section in the box to the left, try to answer each question on the same page as the question is asked. If needed, use the back or the next empty page for work. Answers which are illegible for the grader cannot be given credit: no notes, books, calculators, computers, or other electronic aids can be allowed, you have 180 minutes time to complete your work. If a and b are orthogonal matrices, then so is a + b. Every real 2 2-matrix has a real eigenvalue. If {v1, v2} is a basis of r2 and a is an invertible (2 x 2)-matrix, then. {av1, av2} is also a basis of r2. A basis for the kernel of the operator (d 1)2 on c is {e t, te t} for = 1.
